- published: 01 May 2016
- views: 518675
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MIT grad shows how to find antiderivatives, or indefinite integrals, using basic integration rules. More videos with Nancy coming in 2017! To skip ahead: 1) For how to integrate a polynomial with the POWER RULE, skip to 1:35. 2) For how to integrate NEGATIVE POWERS of x, FRACTIONAL POWERS of x, and RADICALS/ROOTS, skip to 6:12. 3) For how to integrate x^(-1), or 1/x, with the LOG RULE, skip to 7:23. 4) For examples where you use more algebra to rewrite before integrating, to SEPARATE the numerator of a FRACTION, or EXPAND a PRODUCT in order to use the Power Rule, skip to 10:00. 5) For basic TRIG and EXPONENTIAL examples that use rules from the Table of Integrals, as well as trig identities, skip to 11:36.
For my video on how to integrate using U-SUBSTITUTION, jump to: https://youtu.be/kTXnhwQKuvU
For my video on how to do INTEGRATION BY PARTS, jump to: https://youtu.be/pqKs3zcqJwU
1) POWER RULE: If you're integrating a polynomial, or just a power of x, you can use the Power Rule on each x-term in the polynomial. The Power Rule says that for a term that's just a power of x, such as x^3, you can integrate by raising the power by 1 AND dividing by that number (the new number you got by increasing the power by 1). For example, the integral of x^3 would be (x^4)/4. If there was a constant multiplied in front of the x-power, you can keep the constant and integrate the rest of the term (Constant Multiple Rule). For example, the integral of 6x^2 would be 6 times (x^3)/3, which simplifies to 2x^3. You can repeat these steps to integrate every term in the polynomial and string them together for the full integral. You can also keep the addition and subtraction between the terms (because of the Sum and Difference Rules). NOTE: The anti-derivative of a constant (just a number) is always that number times x (the Constant Rule), so the integral of 1 is 1*x, or x. At the end, it's very important to remember to add a constant of integration, to include a "+ c" at the end of your answer, when it is an indefinite integral (integral with no limits). ANOTHER NOTE: The Power Rule only works when the power is not -1.
2) NEGATIVE & FRACTIONAL POWERS, and RADICALS: For negative powers, you can still use the Power Rule, as long as the power is not -1. For fractional powers, you can also use the Power Rule. When you increase a fractional power by 1, you will have to simplify the power (before integrating) by getting a common denominator. For roots, like the square root of x, it's best to rewrite the radical as a fractional power, and then use the Power Rule.
3) IF THE X POWER IS -1 in the integrand, either written as x^(-1) or 1/x, you have to use a special rule, the LOG RULE, that you can find on a Table of Integrals. It says that the anti-derivative of x^(-1), or (1/x) is the natural log of the absolute value of x, plus c.
4) MORE ALGEBRA: Sometimes you may need to do a bit more algebra before integrating, so that the integrand is in a form that fits a basic integration rule, like the Power Rule. If you're integrating a rational expression, you can sometimes separate the numerator, or break the fraction into separate fractions, simplify each term, and then integrate with the Power Rule. If you have a product of x expressions, you can multiply it out, or distribute the factors so that you have just a polynomial (and can use the Power Rule).
5) TRIG & EXPONENTIAL: You can find a lot of trigonometric (and exponential) integral rules in the Table of Integrals. If you don't see it in the table, you may need to use a trig identity first, to rewrite the integrand into a form that you can integrate.
In this video I introduce the concept of an integral for the first time. I feel that in school etc., people are not told what an integral IS but rather how to compute an integral. I think that is the wrong way to go about doing business, so here i go, enjoy!!
Visit www.universityphysicstutorials.com
Follow me on Twitter @adambeatty503
Follow me on Facebook @UniversityPhysicsTutorials
- published: 14 Jul 2011
- views: 115698
SAME VIDEO WITH IMPROVED AUDIO
👇👇👇👇👇👇👇
LINK : https://youtu.be/_uP1MZlqQBI
..............................................................................................................
This video will explain how to learn the integration formulas of some special functions.
ENJOY WATCHING!!!
.....................................................................................................
My name is Gaurav and i have a mission of making studies easy for the students. So for that it is really very important for me to help the students to learn the difficult formulas and concepts of physics, maths and chemistry. So to support me in this mission all you need to do is to share these videos as much as you can with your friends and teachers
This is a must watch video for all maths aspirants!!!
FOLLOW ME ON INSTAGRAM;
https://www.instagram.com/trickteacher/
FOLLOW ME ON FACEBOOK:
https://www.facebook.com/trickteacher/
- published: 04 Jan 2017
- views: 134538
► Get your FREE Applications of Integrals formula sheet: http://learn.kristakingmath.com/applications-of-integrals/
► Subscribe to my channel // http://www.youtube.com/subscription_center?add_user=TheIntegralCalc
In this calculus overview video you'll learn about four very common applications of integration: average value, area between curves, arc length and surface area of revolution.
These applications of integration are the four most commonly taught, but they're also the most abstract. I'll show you what it really means to find the average value of a function, explain how to find the area between two curves, show you what arc length is really representing, and describe how surface area of revolution is really just an application of arc length.
We'll also talk about how each of these applications can be applied to the real world, so that you can actually understand why it would ever be helpful to learn this stuff in the first place!
● ● ● GET EXTRA HELP ● ● ●
If you could use some extra help with your math class, then check out Krista’s website // http://www.kristakingmath.com
● ● ● CONNECT WITH KRISTA ● ● ●
Hi, I’m Krista! I make math courses to keep you from banging your head against the wall. ;)
Math class was always so frustrating for me. I’d go to a class, spend hours on homework, and three days later have an “Ah-ha!” moment about how the problems worked that could have slashed my homework time in half. I’d think, “WHY didn’t my teacher just tell me this in the first place?!”
So I started tutoring to keep other people out of the same aggravating, time-sucking cycle. Since then, I’ve recorded tons of videos and written out cheat-sheet style notes and formula sheets to help every math student—from basic middle school classes to advanced college calculus—figure out what’s going on, understand the important concepts, and pass their classes, once and for all. Interested in getting help? Learn more here: http://www.kristakingmath.com
FACEBOOK // https://www.facebook.com/KristaKingMath
TWITTER // https://twitter.com/KristaKingMath
INSTAGRAM // https://www.instagram.com/kristakingmath/
PINTEREST // https://www.pinterest.com/KristaKingMath/
GOOGLE+ // https://plus.google.com/+Integralcalc/
QUORA // https://www.quora.com/profile/Krista-King
- published: 14 Jul 2013
- views: 77616
MIT grad shows how to integrate by parts and the LIATE trick. More videos with Nancy coming in 2017! To skip ahead: 1) For how to use integration by parts and a good RULE OF THUMB for CHOOSING U and DV, skip to time 2:46. 2) For the TRICK FOR CHOOSING U and DV (the LIATE memory trick) skip to 10:12.
WHEN to use INTEGRATION BY PARTS: If you have an integral to evaluate, and you don't already know how to integrate it, as is, then see if you can simplify it somehow with algebra. If not, try doing a substitution, like U-Substitution. If U-Substitution does not help, then you may need to use the INTEGRATION BY PARTS formula.
RULE OF THUMB: The first step to use Integration by Parts is to pick your "u" and "dv". As a general rule of thumb, whichever factor in your integrand gets simpler when you take the derivative of it, make that your u. Then make the other factor your dv (and include the dx in this dv). Note: This works if the part you chose for dv does not get any bigger or more complicated when you integrate it. After you've picked u and dv, then find du by differentiating u, and find v by integrating dv. Finally, plug everything into the integration by parts formula and simplify.
TRICK: You can instead use an acronym memory trick to choose the right "u". The acronym LIATE stands for Logs, Inverse trig functions, Algebraic functions, Trig functions, and Exponentials (in that order). If you follow those letters, LIATE, in sequence, whichever type of function you find first that you have, make that your u. Then, make the next thing you find your dv. Once you've picked u and dv this way, the steps are the same as above. Find du by differentiating u, and find v by integrating dv. Then use the integration by parts formula and simplify for the answer.
- published: 18 Feb 2016
- views: 412376
MIT grad shows how to do integration using u-substitution (Calculus). More videos with Nancy coming in 2017! To skip ahead: 1) for a BASIC example where your du gives you exactly the expression you need in order to substitute, skip to time 1:30. 2) For an example where you have to REARRANGE THE DU by multiplying or dividing because the du has a different number or sign than what you need, skip to time 8:21. 3) For one where you have to REARRANGE THE U by subtracting or adding because the du expression cannot give you the expression you need, skip to 17:15. 4) For u-substitution with TRIG (SIN/COS) and the power rule, skip to 22:35.
With all u-substitution integration problems:
The FIRST STEP is to pick your "u". The best choice is usually the longer x-expression that is inside a power or a square root or the denominator, etc (in an "inside function"). Set u equal to this x-expression.
The SECOND STEP is to find "du" by taking the derivative of the u expression with respect to x. For instance, if you have u=3x+2, your du would then be du=3dx. **NOTE: Remember to include "dx" at the end of your du differential expression.
The THIRD STEP is to substitute u and du into the integral everywhere in place of x and dx. **NOTE: if your du does not perfectly match what you need in order to completely substitute before integrating, you must rearrange the du, or sometimes rearrange the u, in order to fully substitute before integrating. For an example of each, see example #2 (time: 8:21) and example #3 (time: 17:15).
The FOURTH STEP is to integrate, remembering to add "+ C" at the end since you integrated an indefinite integral (no limits). The du goes away when you integrate.
The LAST STEP is to "back-substitute" by replacing everywhere u appears with the x-expression that you chose u to be.
- published: 01 May 2014
- views: 827936
Integration
Integration may refer to:
Sociology and economy
Mathematics
This page contains text from Wikipedia, the Free Encyclopedia -
https://wn.com/Integration
This article is licensed under the Creative Commons Attribution-ShareAlike 3.0 Unported License, which means that you can copy and modify it as long as the entire work (including additions) remains under this license.
This article is licensed under the Creative Commons Attribution-ShareAlike 3.0 Unported License, which means that you can copy and modify it as long as the entire work (including additions) remains under this license.
Power rule
In calculus, the power rule is used to differentiate functions of the form 
, whenever 
is a real number. Since differentiation is a linear operation on the space of differentiable functions, polynomials can also be differentiated using this rule.
Power rule
If 
is a function such that , and 
is differentiable at 
, then,
The power rule for integration, which states that
for any real number 
, may be derived by applying the Fundamental Theorem of Calculus to the power rule for differentiation.
Proof
To start, we should choose a working definition of the value of , where is any real number. Although it is feasible to define the value as the limit of a sequence of rational powers that approach the irrational power whenever we encounter such a power, or as the least upper bound of a set of rational powers less than the given power, this type of definition is not amenable to differentiation. It is therefore preferable to use a functional definition, which is usually taken to be 
for all values of 
, where 
is the natural exponential function and 
is Euler's number. First, we may demonstrate that the derivative of 
is 
.
This page contains text from Wikipedia, the Free Encyclopedia -
https://wn.com/Power_rule
This article is licensed under the Creative Commons Attribution-ShareAlike 3.0 Unported License, which means that you can copy and modify it as long as the entire work (including additions) remains under this license.
This article is licensed under the Creative Commons Attribution-ShareAlike 3.0 Unported License, which means that you can copy and modify it as long as the entire work (including additions) remains under this license.
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15:37❤︎² Basic Integration... How? (mathbff)
❤︎² Basic Integration... How? (mathbff)❤︎² Basic Integration... How? (mathbff)
MIT grad shows how to find antiderivatives, or indefinite integrals, using basic integration rules. More videos with Nancy coming in 2017! To skip ahead: 1) For how to integrate a polynomial with the POWER RULE, skip to 1:35. 2) For how to integrate NEGATIVE POWERS of x, FRACTIONAL POWERS of x, and RADICALS/ROOTS, skip to 6:12. 3) For how to integrate x^(-1), or 1/x, with the LOG RULE, skip to 7:23. 4) For examples where you use more algebra to rewrite before integrating, to SEPARATE the numerator of a FRACTION, or EXPAND a PRODUCT in order to use the Power Rule, skip to 10:00. 5) For basic TRIG and EXPONENTIAL examples that use rules from the Table of Integrals, as well as trig identities, skip to 11:36. For my video on how to integrate using U-SUBSTITUTION, jump to: https://youtu.be/kTXnhwQKuvU For my video on how to do INTEGRATION BY PARTS, jump to: https://youtu.be/pqKs3zcqJwU 1) POWER RULE: If you're integrating a polynomial, or just a power of x, you can use the Power Rule on each x-term in the polynomial. The Power Rule says that for a term that's just a power of x, such as x^3, you can integrate by raising the power by 1 AND dividing by that number (the new number you got by increasing the power by 1). For example, the integral of x^3 would be (x^4)/4. If there was a constant multiplied in front of the x-power, you can keep the constant and integrate the rest of the term (Constant Multiple Rule). For example, the integral of 6x^2 would be 6 times (x^3)/3, which simplifies to 2x^3. You can repeat these steps to integrate every term in the polynomial and string them together for the full integral. You can also keep the addition and subtraction between the terms (because of the Sum and Difference Rules). NOTE: The anti-derivative of a constant (just a number) is always that number times x (the Constant Rule), so the integral of 1 is 1*x, or x. At the end, it's very important to remember to add a constant of integration, to include a "+ c" at the end of your answer, when it is an indefinite integral (integral with no limits). ANOTHER NOTE: The Power Rule only works when the power is not -1. 2) NEGATIVE & FRACTIONAL POWERS, and RADICALS: For negative powers, you can still use the Power Rule, as long as the power is not -1. For fractional powers, you can also use the Power Rule. When you increase a fractional power by 1, you will have to simplify the power (before integrating) by getting a common denominator. For roots, like the square root of x, it's best to rewrite the radical as a fractional power, and then use the Power Rule. 3) IF THE X POWER IS -1 in the integrand, either written as x^(-1) or 1/x, you have to use a special rule, the LOG RULE, that you can find on a Table of Integrals. It says that the anti-derivative of x^(-1), or (1/x) is the natural log of the absolute value of x, plus c. 4) MORE ALGEBRA: Sometimes you may need to do a bit more algebra before integrating, so that the integrand is in a form that fits a basic integration rule, like the Power Rule. If you're integrating a rational expression, you can sometimes separate the numerator, or break the fraction into separate fractions, simplify each term, and then integrate with the Power Rule. If you have a product of x expressions, you can multiply it out, or distribute the factors so that you have just a polynomial (and can use the Power Rule). 5) TRIG & EXPONENTIAL: You can find a lot of trigonometric (and exponential) integral rules in the Table of Integrals. If you don't see it in the table, you may need to use a trig identity first, to rewrite the integrand into a form that you can integrate. -
35:26Class 12th Integration part1
Class 12th Integration part1 -
33:10Lots of Basic Antiderivative / Integration / Integral Examples
Lots of Basic Antiderivative / Integration / Integral ExamplesLots of Basic Antiderivative / Integration / Integral Examples
Lots of Basic Antiderivative / Integration Examples -
12:24What is integration? - Introduction (tutorial 1) : ExamSolutions
What is integration? - Introduction (tutorial 1) : ExamSolutions -
13:42Integration : What is an Integral
Integration : What is an IntegralIntegration : What is an Integral
In this video I introduce the concept of an integral for the first time. I feel that in school etc., people are not told what an integral IS but rather how to compute an integral. I think that is the wrong way to go about doing business, so here i go, enjoy!! Visit www.universityphysicstutorials.com Follow me on Twitter @adambeatty503 Follow me on Facebook @UniversityPhysicsTutorials -
9:22How to learn the Integration formulas easily? | CHECK DESCRIPTION(HIGH AUDIO)
How to learn the Integration formulas easily? | CHECK DESCRIPTION(HIGH AUDIO)How to learn the Integration formulas easily? | CHECK DESCRIPTION(HIGH AUDIO)
SAME VIDEO WITH IMPROVED AUDIO 👇👇👇👇👇👇👇 LINK : https://youtu.be/_uP1MZlqQBI .............................................................................................................. This video will explain how to learn the integration formulas of some special functions. ENJOY WATCHING!!! ..................................................................................................... My name is Gaurav and i have a mission of making studies easy for the students. So for that it is really very important for me to help the students to learn the difficult formulas and concepts of physics, maths and chemistry. So to support me in this mission all you need to do is to share these videos as much as you can with your friends and teachers This is a must watch video for all maths aspirants!!! FOLLOW ME ON INSTAGRAM; https://www.instagram.com/trickteacher/ FOLLOW ME ON FACEBOOK: https://www.facebook.com/trickteacher/ -
9:22Applications of Integration (KristaKingMath)
Applications of Integration (KristaKingMath)Applications of Integration (KristaKingMath)
► Get your FREE Applications of Integrals formula sheet: http://learn.kristakingmath.com/applications-of-integrals/ ► Subscribe to my channel // http://www.youtube.com/subscription_center?add_user=TheIntegralCalc In this calculus overview video you'll learn about four very common applications of integration: average value, area between curves, arc length and surface area of revolution. These applications of integration are the four most commonly taught, but they're also the most abstract. I'll show you what it really means to find the average value of a function, explain how to find the area between two curves, show you what arc length is really representing, and describe how surface area of revolution is really just an application of arc length. We'll also talk about how each of these applications can be applied to the real world, so that you can actually understand why it would ever be helpful to learn this stuff in the first place! ● ● ● GET EXTRA HELP ● ● ● If you could use some extra help with your math class, then check out Krista’s website // http://www.kristakingmath.com ● ● ● CONNECT WITH KRISTA ● ● ● Hi, I’m Krista! I make math courses to keep you from banging your head against the wall. ;) Math class was always so frustrating for me. I’d go to a class, spend hours on homework, and three days later have an “Ah-ha!” moment about how the problems worked that could have slashed my homework time in half. I’d think, “WHY didn’t my teacher just tell me this in the first place?!” So I started tutoring to keep other people out of the same aggravating, time-sucking cycle. Since then, I’ve recorded tons of videos and written out cheat-sheet style notes and formula sheets to help every math student—from basic middle school classes to advanced college calculus—figure out what’s going on, understand the important concepts, and pass their classes, once and for all. Interested in getting help? Learn more here: http://www.kristakingmath.com FACEBOOK // https://www.facebook.com/KristaKingMath TWITTER // https://twitter.com/KristaKingMath INSTAGRAM // https://www.instagram.com/kristakingmath/ PINTEREST // https://www.pinterest.com/KristaKingMath/ GOOGLE+ // https://plus.google.com/+Integralcalc/ QUORA // https://www.quora.com/profile/Krista-King -
13:404. What is Integration (Hindi)
4. What is Integration (Hindi) -
18:00❤︎² Integration by Parts... How? (mathbff)
❤︎² Integration by Parts... How? (mathbff)❤︎² Integration by Parts... How? (mathbff)
MIT grad shows how to integrate by parts and the LIATE trick. More videos with Nancy coming in 2017! To skip ahead: 1) For how to use integration by parts and a good RULE OF THUMB for CHOOSING U and DV, skip to time 2:46. 2) For the TRICK FOR CHOOSING U and DV (the LIATE memory trick) skip to 10:12. WHEN to use INTEGRATION BY PARTS: If you have an integral to evaluate, and you don't already know how to integrate it, as is, then see if you can simplify it somehow with algebra. If not, try doing a substitution, like U-Substitution. If U-Substitution does not help, then you may need to use the INTEGRATION BY PARTS formula. RULE OF THUMB: The first step to use Integration by Parts is to pick your "u" and "dv". As a general rule of thumb, whichever factor in your integrand gets simpler when you take the derivative of it, make that your u. Then make the other factor your dv (and include the dx in this dv). Note: This works if the part you chose for dv does not get any bigger or more complicated when you integrate it. After you've picked u and dv, then find du by differentiating u, and find v by integrating dv. Finally, plug everything into the integration by parts formula and simplify. TRICK: You can instead use an acronym memory trick to choose the right "u". The acronym LIATE stands for Logs, Inverse trig functions, Algebraic functions, Trig functions, and Exponentials (in that order). If you follow those letters, LIATE, in sequence, whichever type of function you find first that you have, make that your u. Then, make the next thing you find your dv. Once you've picked u and dv this way, the steps are the same as above. Find du by differentiating u, and find v by integrating dv. Then use the integration by parts formula and simplify for the answer. -
25:49❤︎² How to Integrate Using U-Substitution (mathbff)
❤︎² How to Integrate Using U-Substitution (mathbff)❤︎² How to Integrate Using U-Substitution (mathbff)
MIT grad shows how to do integration using u-substitution (Calculus). More videos with Nancy coming in 2017! To skip ahead: 1) for a BASIC example where your du gives you exactly the expression you need in order to substitute, skip to time 1:30. 2) For an example where you have to REARRANGE THE DU by multiplying or dividing because the du has a different number or sign than what you need, skip to time 8:21. 3) For one where you have to REARRANGE THE U by subtracting or adding because the du expression cannot give you the expression you need, skip to 17:15. 4) For u-substitution with TRIG (SIN/COS) and the power rule, skip to 22:35. With all u-substitution integration problems: The FIRST STEP is to pick your "u". The best choice is usually the longer x-expression that is inside a power or a square root or the denominator, etc (in an "inside function"). Set u equal to this x-expression. The SECOND STEP is to find "du" by taking the derivative of the u expression with respect to x. For instance, if you have u=3x+2, your du would then be du=3dx. **NOTE: Remember to include "dx" at the end of your du differential expression. The THIRD STEP is to substitute u and du into the integral everywhere in place of x and dx. **NOTE: if your du does not perfectly match what you need in order to completely substitute before integrating, you must rearrange the du, or sometimes rearrange the u, in order to fully substitute before integrating. For an example of each, see example #2 (time: 8:21) and example #3 (time: 17:15). The FOURTH STEP is to integrate, remembering to add "+ C" at the end since you integrated an indefinite integral (no limits). The du goes away when you integrate. The LAST STEP is to "back-substitute" by replacing everywhere u appears with the x-expression that you chose u to be.
-
❤︎² Basic Integration... How? (mathbff)
MIT grad shows how to find antiderivatives, or indefinite integrals, using basic integration rules. More videos with Nancy coming in 2017! To skip ahead: 1) For how to integrate a polynomial with the POWER RULE, skip to 1:35. 2) For how to integrate NEGATIVE POWERS of x, FRACTIONAL POWERS of x, and RADICALS/ROOTS, skip to 6:12. 3) For how to integrate x^(-1), or 1/x, with the LOG RULE, skip to 7:23. 4) For examples where you use more algebra to rewrite before integrating, to SEPARATE the numerator of a FRACTION, or EXPAND a PRODUCT in order to use the Power Rule, skip to 10:00. 5) For basic TRIG and EXPONENTIAL examples that use rules from the Table of Integrals, as well as trig identities, skip to 11:36. For my video on how to integrate using U-SUBSTITUTION, jump to: https://youtu.be/kTX...
published: 01 May 2016 -
-
Lots of Basic Antiderivative / Integration / Integral Examples
Lots of Basic Antiderivative / Integration Examples
published: 08 Apr 2016 -
-
Integration : What is an Integral
In this video I introduce the concept of an integral for the first time. I feel that in school etc., people are not told what an integral IS but rather how to compute an integral. I think that is the wrong way to go about doing business, so here i go, enjoy!! Visit www.universityphysicstutorials.com Follow me on Twitter @adambeatty503 Follow me on Facebook @UniversityPhysicsTutorials
published: 14 Jul 2011 -
How to learn the Integration formulas easily? | CHECK DESCRIPTION(HIGH AUDIO)
SAME VIDEO WITH IMPROVED AUDIO 👇👇👇👇👇👇👇 LINK : https://youtu.be/_uP1MZlqQBI .............................................................................................................. This video will explain how to learn the integration formulas of some special functions. ENJOY WATCHING!!! ..................................................................................................... My name is Gaurav and i have a mission of making studies easy for the students. So for that it is really very important for me to help the students to learn the difficult formulas and concepts of physics, maths and chemistry. So to support me in this mission all you need to do is to share these videos as much as you can with your friends and teachers This is a must watch video for all maths aspir...
published: 04 Jan 2017 -
Applications of Integration (KristaKingMath)
► Get your FREE Applications of Integrals formula sheet: http://learn.kristakingmath.com/applications-of-integrals/ ► Subscribe to my channel // http://www.youtube.com/subscription_center?add_user=TheIntegralCalc In this calculus overview video you'll learn about four very common applications of integration: average value, area between curves, arc length and surface area of revolution. These applications of integration are the four most commonly taught, but they're also the most abstract. I'll show you what it really means to find the average value of a function, explain how to find the area between two curves, show you what arc length is really representing, and describe how surface area of revolution is really just an application of arc length. We'll also talk about how each of these...
published: 14 Jul 2013 -
-
❤︎² Integration by Parts... How? (mathbff)
MIT grad shows how to integrate by parts and the LIATE trick. More videos with Nancy coming in 2017! To skip ahead: 1) For how to use integration by parts and a good RULE OF THUMB for CHOOSING U and DV, skip to time 2:46. 2) For the TRICK FOR CHOOSING U and DV (the LIATE memory trick) skip to 10:12. WHEN to use INTEGRATION BY PARTS: If you have an integral to evaluate, and you don't already know how to integrate it, as is, then see if you can simplify it somehow with algebra. If not, try doing a substitution, like U-Substitution. If U-Substitution does not help, then you may need to use the INTEGRATION BY PARTS formula. RULE OF THUMB: The first step to use Integration by Parts is to pick your "u" and "dv". As a general rule of thumb, whichever factor in your integrand gets simpler when y...
published: 18 Feb 2016 -
❤︎² How to Integrate Using U-Substitution (mathbff)
MIT grad shows how to do integration using u-substitution (Calculus). More videos with Nancy coming in 2017! To skip ahead: 1) for a BASIC example where your du gives you exactly the expression you need in order to substitute, skip to time 1:30. 2) For an example where you have to REARRANGE THE DU by multiplying or dividing because the du has a different number or sign than what you need, skip to time 8:21. 3) For one where you have to REARRANGE THE U by subtracting or adding because the du expression cannot give you the expression you need, skip to 17:15. 4) For u-substitution with TRIG (SIN/COS) and the power rule, skip to 22:35. With all u-substitution integration problems: The FIRST STEP is to pick your "u". The best choice is usually the longer x-expression that is inside a power or...
published: 01 May 2014
❤︎² Basic Integration... How? (mathbff)
- Order: Reorder
- Duration: 15:37
- Updated: 01 May 2016
- views: 518675
MIT grad shows how to find antiderivatives, or indefinite integrals, using basic integration rules. More videos with Nancy coming in 2017! To skip ahead: 1) For...
MIT grad shows how to find antiderivatives, or indefinite integrals, using basic integration rules. More videos with Nancy coming in 2017! To skip ahead: 1) For how to integrate a polynomial with the POWER RULE, skip to 1:35. 2) For how to integrate NEGATIVE POWERS of x, FRACTIONAL POWERS of x, and RADICALS/ROOTS, skip to 6:12. 3) For how to integrate x^(-1), or 1/x, with the LOG RULE, skip to 7:23. 4) For examples where you use more algebra to rewrite before integrating, to SEPARATE the numerator of a FRACTION, or EXPAND a PRODUCT in order to use the Power Rule, skip to 10:00. 5) For basic TRIG and EXPONENTIAL examples that use rules from the Table of Integrals, as well as trig identities, skip to 11:36.
For my video on how to integrate using U-SUBSTITUTION, jump to: https://youtu.be/kTXnhwQKuvU
For my video on how to do INTEGRATION BY PARTS, jump to: https://youtu.be/pqKs3zcqJwU
1) POWER RULE: If you're integrating a polynomial, or just a power of x, you can use the Power Rule on each x-term in the polynomial. The Power Rule says that for a term that's just a power of x, such as x^3, you can integrate by raising the power by 1 AND dividing by that number (the new number you got by increasing the power by 1). For example, the integral of x^3 would be (x^4)/4. If there was a constant multiplied in front of the x-power, you can keep the constant and integrate the rest of the term (Constant Multiple Rule). For example, the integral of 6x^2 would be 6 times (x^3)/3, which simplifies to 2x^3. You can repeat these steps to integrate every term in the polynomial and string them together for the full integral. You can also keep the addition and subtraction between the terms (because of the Sum and Difference Rules). NOTE: The anti-derivative of a constant (just a number) is always that number times x (the Constant Rule), so the integral of 1 is 1*x, or x. At the end, it's very important to remember to add a constant of integration, to include a "+ c" at the end of your answer, when it is an indefinite integral (integral with no limits). ANOTHER NOTE: The Power Rule only works when the power is not -1.
2) NEGATIVE & FRACTIONAL POWERS, and RADICALS: For negative powers, you can still use the Power Rule, as long as the power is not -1. For fractional powers, you can also use the Power Rule. When you increase a fractional power by 1, you will have to simplify the power (before integrating) by getting a common denominator. For roots, like the square root of x, it's best to rewrite the radical as a fractional power, and then use the Power Rule.
3) IF THE X POWER IS -1 in the integrand, either written as x^(-1) or 1/x, you have to use a special rule, the LOG RULE, that you can find on a Table of Integrals. It says that the anti-derivative of x^(-1), or (1/x) is the natural log of the absolute value of x, plus c.
4) MORE ALGEBRA: Sometimes you may need to do a bit more algebra before integrating, so that the integrand is in a form that fits a basic integration rule, like the Power Rule. If you're integrating a rational expression, you can sometimes separate the numerator, or break the fraction into separate fractions, simplify each term, and then integrate with the Power Rule. If you have a product of x expressions, you can multiply it out, or distribute the factors so that you have just a polynomial (and can use the Power Rule).
5) TRIG & EXPONENTIAL: You can find a lot of trigonometric (and exponential) integral rules in the Table of Integrals. If you don't see it in the table, you may need to use a trig identity first, to rewrite the integrand into a form that you can integrate.
https://wn.com/❤︎²_Basic_Integration..._How_(Mathbff)
MIT grad shows how to find antiderivatives, or indefinite integrals, using basic integration rules. More videos with Nancy coming in 2017! To skip ahead: 1) For how to integrate a polynomial with the POWER RULE, skip to 1:35. 2) For how to integrate NEGATIVE POWERS of x, FRACTIONAL POWERS of x, and RADICALS/ROOTS, skip to 6:12. 3) For how to integrate x^(-1), or 1/x, with the LOG RULE, skip to 7:23. 4) For examples where you use more algebra to rewrite before integrating, to SEPARATE the numerator of a FRACTION, or EXPAND a PRODUCT in order to use the Power Rule, skip to 10:00. 5) For basic TRIG and EXPONENTIAL examples that use rules from the Table of Integrals, as well as trig identities, skip to 11:36.
For my video on how to integrate using U-SUBSTITUTION, jump to: https://youtu.be/kTXnhwQKuvU
For my video on how to do INTEGRATION BY PARTS, jump to: https://youtu.be/pqKs3zcqJwU
1) POWER RULE: If you're integrating a polynomial, or just a power of x, you can use the Power Rule on each x-term in the polynomial. The Power Rule says that for a term that's just a power of x, such as x^3, you can integrate by raising the power by 1 AND dividing by that number (the new number you got by increasing the power by 1). For example, the integral of x^3 would be (x^4)/4. If there was a constant multiplied in front of the x-power, you can keep the constant and integrate the rest of the term (Constant Multiple Rule). For example, the integral of 6x^2 would be 6 times (x^3)/3, which simplifies to 2x^3. You can repeat these steps to integrate every term in the polynomial and string them together for the full integral. You can also keep the addition and subtraction between the terms (because of the Sum and Difference Rules). NOTE: The anti-derivative of a constant (just a number) is always that number times x (the Constant Rule), so the integral of 1 is 1*x, or x. At the end, it's very important to remember to add a constant of integration, to include a "+ c" at the end of your answer, when it is an indefinite integral (integral with no limits). ANOTHER NOTE: The Power Rule only works when the power is not -1.
2) NEGATIVE & FRACTIONAL POWERS, and RADICALS: For negative powers, you can still use the Power Rule, as long as the power is not -1. For fractional powers, you can also use the Power Rule. When you increase a fractional power by 1, you will have to simplify the power (before integrating) by getting a common denominator. For roots, like the square root of x, it's best to rewrite the radical as a fractional power, and then use the Power Rule.
3) IF THE X POWER IS -1 in the integrand, either written as x^(-1) or 1/x, you have to use a special rule, the LOG RULE, that you can find on a Table of Integrals. It says that the anti-derivative of x^(-1), or (1/x) is the natural log of the absolute value of x, plus c.
4) MORE ALGEBRA: Sometimes you may need to do a bit more algebra before integrating, so that the integrand is in a form that fits a basic integration rule, like the Power Rule. If you're integrating a rational expression, you can sometimes separate the numerator, or break the fraction into separate fractions, simplify each term, and then integrate with the Power Rule. If you have a product of x expressions, you can multiply it out, or distribute the factors so that you have just a polynomial (and can use the Power Rule).
5) TRIG & EXPONENTIAL: You can find a lot of trigonometric (and exponential) integral rules in the Table of Integrals. If you don't see it in the table, you may need to use a trig identity first, to rewrite the integrand into a form that you can integrate.
- published: 01 May 2016
- views: 518675
Class 12th Integration part1
- Order: Reorder
- Duration: 35:26
- Updated: 03 Sep 2013
- views: 609130
Lots of Basic Antiderivative / Integration / Integral Examples
- Order: Reorder
- Duration: 33:10
- Updated: 08 Apr 2016
- views: 90472
Lots of Basic Antiderivative / Integration Examples
Lots of Basic Antiderivative / Integration Examples
https://wn.com/Lots_Of_Basic_Antiderivative_Integration_Integral_Examples
What is integration? - Introduction (tutorial 1) : ExamSolutions
- Order: Reorder
- Duration: 12:24
- Updated: 12 Nov 2010
- views: 219730
Go to http://www.examsolutions.net/maths-revision/index.php to see the main index of maths video tutorials
Go to http://www.examsolutions.net/maths-revision/index.php to see the main index of maths video tutorials
https://wn.com/What_Is_Integration_Introduction_(Tutorial_1)_Examsolutions
Integration : What is an Integral
- Order: Reorder
- Duration: 13:42
- Updated: 14 Jul 2011
- views: 115698
In this video I introduce the concept of an integral for the first time. I feel that in school etc., people are not told what an integral IS but rather how to c...
In this video I introduce the concept of an integral for the first time. I feel that in school etc., people are not told what an integral IS but rather how to compute an integral. I think that is the wrong way to go about doing business, so here i go, enjoy!!
Visit www.universityphysicstutorials.com
Follow me on Twitter @adambeatty503
Follow me on Facebook @UniversityPhysicsTutorials
https://wn.com/Integration_What_Is_An_Integral
In this video I introduce the concept of an integral for the first time. I feel that in school etc., people are not told what an integral IS but rather how to compute an integral. I think that is the wrong way to go about doing business, so here i go, enjoy!!
Visit www.universityphysicstutorials.com
Follow me on Twitter @adambeatty503
Follow me on Facebook @UniversityPhysicsTutorials
- published: 14 Jul 2011
- views: 115698
How to learn the Integration formulas easily? | CHECK DESCRIPTION(HIGH AUDIO)
- Order: Reorder
- Duration: 9:22
- Updated: 04 Jan 2017
- views: 134538
SAME VIDEO WITH IMPROVED AUDIO
👇👇👇👇👇👇👇
LINK : https://youtu.be/_uP1MZlqQBI
......................................................................................
SAME VIDEO WITH IMPROVED AUDIO
👇👇👇👇👇👇👇
LINK : https://youtu.be/_uP1MZlqQBI
..............................................................................................................
This video will explain how to learn the integration formulas of some special functions.
ENJOY WATCHING!!!
.....................................................................................................
My name is Gaurav and i have a mission of making studies easy for the students. So for that it is really very important for me to help the students to learn the difficult formulas and concepts of physics, maths and chemistry. So to support me in this mission all you need to do is to share these videos as much as you can with your friends and teachers
This is a must watch video for all maths aspirants!!!
FOLLOW ME ON INSTAGRAM;
https://www.instagram.com/trickteacher/
FOLLOW ME ON FACEBOOK:
https://www.facebook.com/trickteacher/
https://wn.com/How_To_Learn_The_Integration_Formulas_Easily_|_Check_Description(High_Audio)
SAME VIDEO WITH IMPROVED AUDIO
👇👇👇👇👇👇👇
LINK : https://youtu.be/_uP1MZlqQBI
..............................................................................................................
This video will explain how to learn the integration formulas of some special functions.
ENJOY WATCHING!!!
.....................................................................................................
My name is Gaurav and i have a mission of making studies easy for the students. So for that it is really very important for me to help the students to learn the difficult formulas and concepts of physics, maths and chemistry. So to support me in this mission all you need to do is to share these videos as much as you can with your friends and teachers
This is a must watch video for all maths aspirants!!!
FOLLOW ME ON INSTAGRAM;
https://www.instagram.com/trickteacher/
FOLLOW ME ON FACEBOOK:
https://www.facebook.com/trickteacher/
- published: 04 Jan 2017
- views: 134538
Applications of Integration (KristaKingMath)
- Order: Reorder
- Duration: 9:22
- Updated: 14 Jul 2013
- views: 77616
► Get your FREE Applications of Integrals formula sheet: http://learn.kristakingmath.com/applications-of-integrals/
► Subscribe to my channel // http://www.you...
► Get your FREE Applications of Integrals formula sheet: http://learn.kristakingmath.com/applications-of-integrals/
► Subscribe to my channel // http://www.youtube.com/subscription_center?add_user=TheIntegralCalc
In this calculus overview video you'll learn about four very common applications of integration: average value, area between curves, arc length and surface area of revolution.
These applications of integration are the four most commonly taught, but they're also the most abstract. I'll show you what it really means to find the average value of a function, explain how to find the area between two curves, show you what arc length is really representing, and describe how surface area of revolution is really just an application of arc length.
We'll also talk about how each of these applications can be applied to the real world, so that you can actually understand why it would ever be helpful to learn this stuff in the first place!
● ● ● GET EXTRA HELP ● ● ●
If you could use some extra help with your math class, then check out Krista’s website // http://www.kristakingmath.com
● ● ● CONNECT WITH KRISTA ● ● ●
Hi, I’m Krista! I make math courses to keep you from banging your head against the wall. ;)
Math class was always so frustrating for me. I’d go to a class, spend hours on homework, and three days later have an “Ah-ha!” moment about how the problems worked that could have slashed my homework time in half. I’d think, “WHY didn’t my teacher just tell me this in the first place?!”
So I started tutoring to keep other people out of the same aggravating, time-sucking cycle. Since then, I’ve recorded tons of videos and written out cheat-sheet style notes and formula sheets to help every math student—from basic middle school classes to advanced college calculus—figure out what’s going on, understand the important concepts, and pass their classes, once and for all. Interested in getting help? Learn more here: http://www.kristakingmath.com
FACEBOOK // https://www.facebook.com/KristaKingMath
TWITTER // https://twitter.com/KristaKingMath
INSTAGRAM // https://www.instagram.com/kristakingmath/
PINTEREST // https://www.pinterest.com/KristaKingMath/
GOOGLE+ // https://plus.google.com/+Integralcalc/
QUORA // https://www.quora.com/profile/Krista-King
https://wn.com/Applications_Of_Integration_(Kristakingmath)
► Get your FREE Applications of Integrals formula sheet: http://learn.kristakingmath.com/applications-of-integrals/
► Subscribe to my channel // http://www.youtube.com/subscription_center?add_user=TheIntegralCalc
In this calculus overview video you'll learn about four very common applications of integration: average value, area between curves, arc length and surface area of revolution.
These applications of integration are the four most commonly taught, but they're also the most abstract. I'll show you what it really means to find the average value of a function, explain how to find the area between two curves, show you what arc length is really representing, and describe how surface area of revolution is really just an application of arc length.
We'll also talk about how each of these applications can be applied to the real world, so that you can actually understand why it would ever be helpful to learn this stuff in the first place!
● ● ● GET EXTRA HELP ● ● ●
If you could use some extra help with your math class, then check out Krista’s website // http://www.kristakingmath.com
● ● ● CONNECT WITH KRISTA ● ● ●
Hi, I’m Krista! I make math courses to keep you from banging your head against the wall. ;)
Math class was always so frustrating for me. I’d go to a class, spend hours on homework, and three days later have an “Ah-ha!” moment about how the problems worked that could have slashed my homework time in half. I’d think, “WHY didn’t my teacher just tell me this in the first place?!”
So I started tutoring to keep other people out of the same aggravating, time-sucking cycle. Since then, I’ve recorded tons of videos and written out cheat-sheet style notes and formula sheets to help every math student—from basic middle school classes to advanced college calculus—figure out what’s going on, understand the important concepts, and pass their classes, once and for all. Interested in getting help? Learn more here: http://www.kristakingmath.com
FACEBOOK // https://www.facebook.com/KristaKingMath
TWITTER // https://twitter.com/KristaKingMath
INSTAGRAM // https://www.instagram.com/kristakingmath/
PINTEREST // https://www.pinterest.com/KristaKingMath/
GOOGLE+ // https://plus.google.com/+Integralcalc/
QUORA // https://www.quora.com/profile/Krista-King
- published: 14 Jul 2013
- views: 77616
4. What is Integration (Hindi)
- Order: Reorder
- Duration: 13:40
- Updated: 24 Jan 2016
- views: 89530
What is Integration and need for it.
What is Integration and need for it.
https://wn.com/4._What_Is_Integration_(Hindi)
❤︎² Integration by Parts... How? (mathbff)
- Order: Reorder
- Duration: 18:00
- Updated: 18 Feb 2016
- views: 412376
MIT grad shows how to integrate by parts and the LIATE trick. More videos with Nancy coming in 2017! To skip ahead: 1) For how to use integration by parts and a...
MIT grad shows how to integrate by parts and the LIATE trick. More videos with Nancy coming in 2017! To skip ahead: 1) For how to use integration by parts and a good RULE OF THUMB for CHOOSING U and DV, skip to time 2:46. 2) For the TRICK FOR CHOOSING U and DV (the LIATE memory trick) skip to 10:12.
WHEN to use INTEGRATION BY PARTS: If you have an integral to evaluate, and you don't already know how to integrate it, as is, then see if you can simplify it somehow with algebra. If not, try doing a substitution, like U-Substitution. If U-Substitution does not help, then you may need to use the INTEGRATION BY PARTS formula.
RULE OF THUMB: The first step to use Integration by Parts is to pick your "u" and "dv". As a general rule of thumb, whichever factor in your integrand gets simpler when you take the derivative of it, make that your u. Then make the other factor your dv (and include the dx in this dv). Note: This works if the part you chose for dv does not get any bigger or more complicated when you integrate it. After you've picked u and dv, then find du by differentiating u, and find v by integrating dv. Finally, plug everything into the integration by parts formula and simplify.
TRICK: You can instead use an acronym memory trick to choose the right "u". The acronym LIATE stands for Logs, Inverse trig functions, Algebraic functions, Trig functions, and Exponentials (in that order). If you follow those letters, LIATE, in sequence, whichever type of function you find first that you have, make that your u. Then, make the next thing you find your dv. Once you've picked u and dv this way, the steps are the same as above. Find du by differentiating u, and find v by integrating dv. Then use the integration by parts formula and simplify for the answer.
https://wn.com/❤︎²_Integration_By_Parts..._How_(Mathbff)
MIT grad shows how to integrate by parts and the LIATE trick. More videos with Nancy coming in 2017! To skip ahead: 1) For how to use integration by parts and a good RULE OF THUMB for CHOOSING U and DV, skip to time 2:46. 2) For the TRICK FOR CHOOSING U and DV (the LIATE memory trick) skip to 10:12.
WHEN to use INTEGRATION BY PARTS: If you have an integral to evaluate, and you don't already know how to integrate it, as is, then see if you can simplify it somehow with algebra. If not, try doing a substitution, like U-Substitution. If U-Substitution does not help, then you may need to use the INTEGRATION BY PARTS formula.
RULE OF THUMB: The first step to use Integration by Parts is to pick your "u" and "dv". As a general rule of thumb, whichever factor in your integrand gets simpler when you take the derivative of it, make that your u. Then make the other factor your dv (and include the dx in this dv). Note: This works if the part you chose for dv does not get any bigger or more complicated when you integrate it. After you've picked u and dv, then find du by differentiating u, and find v by integrating dv. Finally, plug everything into the integration by parts formula and simplify.
TRICK: You can instead use an acronym memory trick to choose the right "u". The acronym LIATE stands for Logs, Inverse trig functions, Algebraic functions, Trig functions, and Exponentials (in that order). If you follow those letters, LIATE, in sequence, whichever type of function you find first that you have, make that your u. Then, make the next thing you find your dv. Once you've picked u and dv this way, the steps are the same as above. Find du by differentiating u, and find v by integrating dv. Then use the integration by parts formula and simplify for the answer.
- published: 18 Feb 2016
- views: 412376
❤︎² How to Integrate Using U-Substitution (mathbff)
- Order: Reorder
- Duration: 25:49
- Updated: 01 May 2014
- views: 827936
MIT grad shows how to do integration using u-substitution (Calculus). More videos with Nancy coming in 2017! To skip ahead: 1) for a BASIC example where your du...
MIT grad shows how to do integration using u-substitution (Calculus). More videos with Nancy coming in 2017! To skip ahead: 1) for a BASIC example where your du gives you exactly the expression you need in order to substitute, skip to time 1:30. 2) For an example where you have to REARRANGE THE DU by multiplying or dividing because the du has a different number or sign than what you need, skip to time 8:21. 3) For one where you have to REARRANGE THE U by subtracting or adding because the du expression cannot give you the expression you need, skip to 17:15. 4) For u-substitution with TRIG (SIN/COS) and the power rule, skip to 22:35.
With all u-substitution integration problems:
The FIRST STEP is to pick your "u". The best choice is usually the longer x-expression that is inside a power or a square root or the denominator, etc (in an "inside function"). Set u equal to this x-expression.
The SECOND STEP is to find "du" by taking the derivative of the u expression with respect to x. For instance, if you have u=3x+2, your du would then be du=3dx. **NOTE: Remember to include "dx" at the end of your du differential expression.
The THIRD STEP is to substitute u and du into the integral everywhere in place of x and dx. **NOTE: if your du does not perfectly match what you need in order to completely substitute before integrating, you must rearrange the du, or sometimes rearrange the u, in order to fully substitute before integrating. For an example of each, see example #2 (time: 8:21) and example #3 (time: 17:15).
The FOURTH STEP is to integrate, remembering to add "+ C" at the end since you integrated an indefinite integral (no limits). The du goes away when you integrate.
The LAST STEP is to "back-substitute" by replacing everywhere u appears with the x-expression that you chose u to be.
https://wn.com/❤︎²_How_To_Integrate_Using_U_Substitution_(Mathbff)
MIT grad shows how to do integration using u-substitution (Calculus). More videos with Nancy coming in 2017! To skip ahead: 1) for a BASIC example where your du gives you exactly the expression you need in order to substitute, skip to time 1:30. 2) For an example where you have to REARRANGE THE DU by multiplying or dividing because the du has a different number or sign than what you need, skip to time 8:21. 3) For one where you have to REARRANGE THE U by subtracting or adding because the du expression cannot give you the expression you need, skip to 17:15. 4) For u-substitution with TRIG (SIN/COS) and the power rule, skip to 22:35.
With all u-substitution integration problems:
The FIRST STEP is to pick your "u". The best choice is usually the longer x-expression that is inside a power or a square root or the denominator, etc (in an "inside function"). Set u equal to this x-expression.
The SECOND STEP is to find "du" by taking the derivative of the u expression with respect to x. For instance, if you have u=3x+2, your du would then be du=3dx. **NOTE: Remember to include "dx" at the end of your du differential expression.
The THIRD STEP is to substitute u and du into the integral everywhere in place of x and dx. **NOTE: if your du does not perfectly match what you need in order to completely substitute before integrating, you must rearrange the du, or sometimes rearrange the u, in order to fully substitute before integrating. For an example of each, see example #2 (time: 8:21) and example #3 (time: 17:15).
The FOURTH STEP is to integrate, remembering to add "+ C" at the end since you integrated an indefinite integral (no limits). The du goes away when you integrate.
The LAST STEP is to "back-substitute" by replacing everywhere u appears with the x-expression that you chose u to be.
- published: 01 May 2014
- views: 827936
-
❤︎² Basic Integration... How? (mathbff)
MIT grad shows how to find antiderivatives, or indefinite integrals, using basic integration rules. More videos with Nancy coming in 2017! To skip ahead: 1) For how to integrate a polynomial with the POWER RULE, skip to 1:35. 2) For how to integrate NEGATIVE POWERS of x, FRACTIONAL POWERS of x, and RADICALS/ROOTS, skip to 6:12. 3) For how to integrate x^(-1), or 1/x, with the LOG RULE, skip to 7:23. 4) For examples where you use more algebra to rewrite before integrating, to SEPARATE the numerator of a FRACTION, or EXPAND a PRODUCT in order to use the Power Rule, skip to 10:00. 5) For basic TRIG and EXPONENTIAL examples that use rules from the Table of Integrals, as well as trig identities, skip to 11:36. For my video on how to integrate using U-SUBSTITUTION, jump to: https://youtu.be/kTX...
published: 01 May 2016 -
-
Lots of Basic Antiderivative / Integration / Integral Examples
Lots of Basic Antiderivative / Integration Examples
published: 08 Apr 2016 -
-
Integration : What is an Integral
In this video I introduce the concept of an integral for the first time. I feel that in school etc., people are not told what an integral IS but rather how to compute an integral. I think that is the wrong way to go about doing business, so here i go, enjoy!! Visit www.universityphysicstutorials.com Follow me on Twitter @adambeatty503 Follow me on Facebook @UniversityPhysicsTutorials
published: 14 Jul 2011 -
How to learn the Integration formulas easily? | CHECK DESCRIPTION(HIGH AUDIO)
SAME VIDEO WITH IMPROVED AUDIO 👇👇👇👇👇👇👇 LINK : https://youtu.be/_uP1MZlqQBI .............................................................................................................. This video will explain how to learn the integration formulas of some special functions. ENJOY WATCHING!!! ..................................................................................................... My name is Gaurav and i have a mission of making studies easy for the students. So for that it is really very important for me to help the students to learn the difficult formulas and concepts of physics, maths and chemistry. So to support me in this mission all you need to do is to share these videos as much as you can with your friends and teachers This is a must watch video for all maths aspir...
published: 04 Jan 2017 -
Applications of Integration (KristaKingMath)
► Get your FREE Applications of Integrals formula sheet: http://learn.kristakingmath.com/applications-of-integrals/ ► Subscribe to my channel // http://www.youtube.com/subscription_center?add_user=TheIntegralCalc In this calculus overview video you'll learn about four very common applications of integration: average value, area between curves, arc length and surface area of revolution. These applications of integration are the four most commonly taught, but they're also the most abstract. I'll show you what it really means to find the average value of a function, explain how to find the area between two curves, show you what arc length is really representing, and describe how surface area of revolution is really just an application of arc length. We'll also talk about how each of these...
published: 14 Jul 2013 -
-
❤︎² Integration by Parts... How? (mathbff)
MIT grad shows how to integrate by parts and the LIATE trick. More videos with Nancy coming in 2017! To skip ahead: 1) For how to use integration by parts and a good RULE OF THUMB for CHOOSING U and DV, skip to time 2:46. 2) For the TRICK FOR CHOOSING U and DV (the LIATE memory trick) skip to 10:12. WHEN to use INTEGRATION BY PARTS: If you have an integral to evaluate, and you don't already know how to integrate it, as is, then see if you can simplify it somehow with algebra. If not, try doing a substitution, like U-Substitution. If U-Substitution does not help, then you may need to use the INTEGRATION BY PARTS formula. RULE OF THUMB: The first step to use Integration by Parts is to pick your "u" and "dv". As a general rule of thumb, whichever factor in your integrand gets simpler when y...
published: 18 Feb 2016 -
❤︎² How to Integrate Using U-Substitution (mathbff)
MIT grad shows how to do integration using u-substitution (Calculus). More videos with Nancy coming in 2017! To skip ahead: 1) for a BASIC example where your du gives you exactly the expression you need in order to substitute, skip to time 1:30. 2) For an example where you have to REARRANGE THE DU by multiplying or dividing because the du has a different number or sign than what you need, skip to time 8:21. 3) For one where you have to REARRANGE THE U by subtracting or adding because the du expression cannot give you the expression you need, skip to 17:15. 4) For u-substitution with TRIG (SIN/COS) and the power rule, skip to 22:35. With all u-substitution integration problems: The FIRST STEP is to pick your "u". The best choice is usually the longer x-expression that is inside a power or...
published: 01 May 2014
❤︎² Basic Integration... How? (mathbff)
- Order: Reorder
- Duration: 15:37
- Updated: 01 May 2016
- views: 518675
MIT grad shows how to find antiderivatives, or indefinite integrals, using basic integration rules. More videos with Nancy coming in 2017! To skip ahead: 1) For...
MIT grad shows how to find antiderivatives, or indefinite integrals, using basic integration rules. More videos with Nancy coming in 2017! To skip ahead: 1) For how to integrate a polynomial with the POWER RULE, skip to 1:35. 2) For how to integrate NEGATIVE POWERS of x, FRACTIONAL POWERS of x, and RADICALS/ROOTS, skip to 6:12. 3) For how to integrate x^(-1), or 1/x, with the LOG RULE, skip to 7:23. 4) For examples where you use more algebra to rewrite before integrating, to SEPARATE the numerator of a FRACTION, or EXPAND a PRODUCT in order to use the Power Rule, skip to 10:00. 5) For basic TRIG and EXPONENTIAL examples that use rules from the Table of Integrals, as well as trig identities, skip to 11:36.
For my video on how to integrate using U-SUBSTITUTION, jump to: https://youtu.be/kTXnhwQKuvU
For my video on how to do INTEGRATION BY PARTS, jump to: https://youtu.be/pqKs3zcqJwU
1) POWER RULE: If you're integrating a polynomial, or just a power of x, you can use the Power Rule on each x-term in the polynomial. The Power Rule says that for a term that's just a power of x, such as x^3, you can integrate by raising the power by 1 AND dividing by that number (the new number you got by increasing the power by 1). For example, the integral of x^3 would be (x^4)/4. If there was a constant multiplied in front of the x-power, you can keep the constant and integrate the rest of the term (Constant Multiple Rule). For example, the integral of 6x^2 would be 6 times (x^3)/3, which simplifies to 2x^3. You can repeat these steps to integrate every term in the polynomial and string them together for the full integral. You can also keep the addition and subtraction between the terms (because of the Sum and Difference Rules). NOTE: The anti-derivative of a constant (just a number) is always that number times x (the Constant Rule), so the integral of 1 is 1*x, or x. At the end, it's very important to remember to add a constant of integration, to include a "+ c" at the end of your answer, when it is an indefinite integral (integral with no limits). ANOTHER NOTE: The Power Rule only works when the power is not -1.
2) NEGATIVE & FRACTIONAL POWERS, and RADICALS: For negative powers, you can still use the Power Rule, as long as the power is not -1. For fractional powers, you can also use the Power Rule. When you increase a fractional power by 1, you will have to simplify the power (before integrating) by getting a common denominator. For roots, like the square root of x, it's best to rewrite the radical as a fractional power, and then use the Power Rule.
3) IF THE X POWER IS -1 in the integrand, either written as x^(-1) or 1/x, you have to use a special rule, the LOG RULE, that you can find on a Table of Integrals. It says that the anti-derivative of x^(-1), or (1/x) is the natural log of the absolute value of x, plus c.
4) MORE ALGEBRA: Sometimes you may need to do a bit more algebra before integrating, so that the integrand is in a form that fits a basic integration rule, like the Power Rule. If you're integrating a rational expression, you can sometimes separate the numerator, or break the fraction into separate fractions, simplify each term, and then integrate with the Power Rule. If you have a product of x expressions, you can multiply it out, or distribute the factors so that you have just a polynomial (and can use the Power Rule).
5) TRIG & EXPONENTIAL: You can find a lot of trigonometric (and exponential) integral rules in the Table of Integrals. If you don't see it in the table, you may need to use a trig identity first, to rewrite the integrand into a form that you can integrate.
https://wn.com/❤︎²_Basic_Integration..._How_(Mathbff)
MIT grad shows how to find antiderivatives, or indefinite integrals, using basic integration rules. More videos with Nancy coming in 2017! To skip ahead: 1) For how to integrate a polynomial with the POWER RULE, skip to 1:35. 2) For how to integrate NEGATIVE POWERS of x, FRACTIONAL POWERS of x, and RADICALS/ROOTS, skip to 6:12. 3) For how to integrate x^(-1), or 1/x, with the LOG RULE, skip to 7:23. 4) For examples where you use more algebra to rewrite before integrating, to SEPARATE the numerator of a FRACTION, or EXPAND a PRODUCT in order to use the Power Rule, skip to 10:00. 5) For basic TRIG and EXPONENTIAL examples that use rules from the Table of Integrals, as well as trig identities, skip to 11:36.
For my video on how to integrate using U-SUBSTITUTION, jump to: https://youtu.be/kTXnhwQKuvU
For my video on how to do INTEGRATION BY PARTS, jump to: https://youtu.be/pqKs3zcqJwU
1) POWER RULE: If you're integrating a polynomial, or just a power of x, you can use the Power Rule on each x-term in the polynomial. The Power Rule says that for a term that's just a power of x, such as x^3, you can integrate by raising the power by 1 AND dividing by that number (the new number you got by increasing the power by 1). For example, the integral of x^3 would be (x^4)/4. If there was a constant multiplied in front of the x-power, you can keep the constant and integrate the rest of the term (Constant Multiple Rule). For example, the integral of 6x^2 would be 6 times (x^3)/3, which simplifies to 2x^3. You can repeat these steps to integrate every term in the polynomial and string them together for the full integral. You can also keep the addition and subtraction between the terms (because of the Sum and Difference Rules). NOTE: The anti-derivative of a constant (just a number) is always that number times x (the Constant Rule), so the integral of 1 is 1*x, or x. At the end, it's very important to remember to add a constant of integration, to include a "+ c" at the end of your answer, when it is an indefinite integral (integral with no limits). ANOTHER NOTE: The Power Rule only works when the power is not -1.
2) NEGATIVE & FRACTIONAL POWERS, and RADICALS: For negative powers, you can still use the Power Rule, as long as the power is not -1. For fractional powers, you can also use the Power Rule. When you increase a fractional power by 1, you will have to simplify the power (before integrating) by getting a common denominator. For roots, like the square root of x, it's best to rewrite the radical as a fractional power, and then use the Power Rule.
3) IF THE X POWER IS -1 in the integrand, either written as x^(-1) or 1/x, you have to use a special rule, the LOG RULE, that you can find on a Table of Integrals. It says that the anti-derivative of x^(-1), or (1/x) is the natural log of the absolute value of x, plus c.
4) MORE ALGEBRA: Sometimes you may need to do a bit more algebra before integrating, so that the integrand is in a form that fits a basic integration rule, like the Power Rule. If you're integrating a rational expression, you can sometimes separate the numerator, or break the fraction into separate fractions, simplify each term, and then integrate with the Power Rule. If you have a product of x expressions, you can multiply it out, or distribute the factors so that you have just a polynomial (and can use the Power Rule).
5) TRIG & EXPONENTIAL: You can find a lot of trigonometric (and exponential) integral rules in the Table of Integrals. If you don't see it in the table, you may need to use a trig identity first, to rewrite the integrand into a form that you can integrate.
- published: 01 May 2016
- views: 518675
Class 12th Integration part1
- Order: Reorder
- Duration: 35:26
- Updated: 03 Sep 2013
- views: 609130
Lots of Basic Antiderivative / Integration / Integral Examples
- Order: Reorder
- Duration: 33:10
- Updated: 08 Apr 2016
- views: 90472
Lots of Basic Antiderivative / Integration Examples
Lots of Basic Antiderivative / Integration Examples
https://wn.com/Lots_Of_Basic_Antiderivative_Integration_Integral_Examples
What is integration? - Introduction (tutorial 1) : ExamSolutions
- Order: Reorder
- Duration: 12:24
- Updated: 12 Nov 2010
- views: 219730
Go to http://www.examsolutions.net/maths-revision/index.php to see the main index of maths video tutorials
Go to http://www.examsolutions.net/maths-revision/index.php to see the main index of maths video tutorials
https://wn.com/What_Is_Integration_Introduction_(Tutorial_1)_Examsolutions
Integration : What is an Integral
- Order: Reorder
- Duration: 13:42
- Updated: 14 Jul 2011
- views: 115698
In this video I introduce the concept of an integral for the first time. I feel that in school etc., people are not told what an integral IS but rather how to c...
In this video I introduce the concept of an integral for the first time. I feel that in school etc., people are not told what an integral IS but rather how to compute an integral. I think that is the wrong way to go about doing business, so here i go, enjoy!!
Visit www.universityphysicstutorials.com
Follow me on Twitter @adambeatty503
Follow me on Facebook @UniversityPhysicsTutorials
https://wn.com/Integration_What_Is_An_Integral
In this video I introduce the concept of an integral for the first time. I feel that in school etc., people are not told what an integral IS but rather how to compute an integral. I think that is the wrong way to go about doing business, so here i go, enjoy!!
Visit www.universityphysicstutorials.com
Follow me on Twitter @adambeatty503
Follow me on Facebook @UniversityPhysicsTutorials
- published: 14 Jul 2011
- views: 115698
How to learn the Integration formulas easily? | CHECK DESCRIPTION(HIGH AUDIO)
- Order: Reorder
- Duration: 9:22
- Updated: 04 Jan 2017
- views: 134538
SAME VIDEO WITH IMPROVED AUDIO
👇👇👇👇👇👇👇
LINK : https://youtu.be/_uP1MZlqQBI
......................................................................................
SAME VIDEO WITH IMPROVED AUDIO
👇👇👇👇👇👇👇
LINK : https://youtu.be/_uP1MZlqQBI
..............................................................................................................
This video will explain how to learn the integration formulas of some special functions.
ENJOY WATCHING!!!
.....................................................................................................
My name is Gaurav and i have a mission of making studies easy for the students. So for that it is really very important for me to help the students to learn the difficult formulas and concepts of physics, maths and chemistry. So to support me in this mission all you need to do is to share these videos as much as you can with your friends and teachers
This is a must watch video for all maths aspirants!!!
FOLLOW ME ON INSTAGRAM;
https://www.instagram.com/trickteacher/
FOLLOW ME ON FACEBOOK:
https://www.facebook.com/trickteacher/
https://wn.com/How_To_Learn_The_Integration_Formulas_Easily_|_Check_Description(High_Audio)
SAME VIDEO WITH IMPROVED AUDIO
👇👇👇👇👇👇👇
LINK : https://youtu.be/_uP1MZlqQBI
..............................................................................................................
This video will explain how to learn the integration formulas of some special functions.
ENJOY WATCHING!!!
.....................................................................................................
My name is Gaurav and i have a mission of making studies easy for the students. So for that it is really very important for me to help the students to learn the difficult formulas and concepts of physics, maths and chemistry. So to support me in this mission all you need to do is to share these videos as much as you can with your friends and teachers
This is a must watch video for all maths aspirants!!!
FOLLOW ME ON INSTAGRAM;
https://www.instagram.com/trickteacher/
FOLLOW ME ON FACEBOOK:
https://www.facebook.com/trickteacher/
- published: 04 Jan 2017
- views: 134538
Applications of Integration (KristaKingMath)
- Order: Reorder
- Duration: 9:22
- Updated: 14 Jul 2013
- views: 77616
► Get your FREE Applications of Integrals formula sheet: http://learn.kristakingmath.com/applications-of-integrals/
► Subscribe to my channel // http://www.you...
► Get your FREE Applications of Integrals formula sheet: http://learn.kristakingmath.com/applications-of-integrals/
► Subscribe to my channel // http://www.youtube.com/subscription_center?add_user=TheIntegralCalc
In this calculus overview video you'll learn about four very common applications of integration: average value, area between curves, arc length and surface area of revolution.
These applications of integration are the four most commonly taught, but they're also the most abstract. I'll show you what it really means to find the average value of a function, explain how to find the area between two curves, show you what arc length is really representing, and describe how surface area of revolution is really just an application of arc length.
We'll also talk about how each of these applications can be applied to the real world, so that you can actually understand why it would ever be helpful to learn this stuff in the first place!
● ● ● GET EXTRA HELP ● ● ●
If you could use some extra help with your math class, then check out Krista’s website // http://www.kristakingmath.com
● ● ● CONNECT WITH KRISTA ● ● ●
Hi, I’m Krista! I make math courses to keep you from banging your head against the wall. ;)
Math class was always so frustrating for me. I’d go to a class, spend hours on homework, and three days later have an “Ah-ha!” moment about how the problems worked that could have slashed my homework time in half. I’d think, “WHY didn’t my teacher just tell me this in the first place?!”
So I started tutoring to keep other people out of the same aggravating, time-sucking cycle. Since then, I’ve recorded tons of videos and written out cheat-sheet style notes and formula sheets to help every math student—from basic middle school classes to advanced college calculus—figure out what’s going on, understand the important concepts, and pass their classes, once and for all. Interested in getting help? Learn more here: http://www.kristakingmath.com
FACEBOOK // https://www.facebook.com/KristaKingMath
TWITTER // https://twitter.com/KristaKingMath
INSTAGRAM // https://www.instagram.com/kristakingmath/
PINTEREST // https://www.pinterest.com/KristaKingMath/
GOOGLE+ // https://plus.google.com/+Integralcalc/
QUORA // https://www.quora.com/profile/Krista-King
https://wn.com/Applications_Of_Integration_(Kristakingmath)
► Get your FREE Applications of Integrals formula sheet: http://learn.kristakingmath.com/applications-of-integrals/
► Subscribe to my channel // http://www.youtube.com/subscription_center?add_user=TheIntegralCalc
In this calculus overview video you'll learn about four very common applications of integration: average value, area between curves, arc length and surface area of revolution.
These applications of integration are the four most commonly taught, but they're also the most abstract. I'll show you what it really means to find the average value of a function, explain how to find the area between two curves, show you what arc length is really representing, and describe how surface area of revolution is really just an application of arc length.
We'll also talk about how each of these applications can be applied to the real world, so that you can actually understand why it would ever be helpful to learn this stuff in the first place!
● ● ● GET EXTRA HELP ● ● ●
If you could use some extra help with your math class, then check out Krista’s website // http://www.kristakingmath.com
● ● ● CONNECT WITH KRISTA ● ● ●
Hi, I’m Krista! I make math courses to keep you from banging your head against the wall. ;)
Math class was always so frustrating for me. I’d go to a class, spend hours on homework, and three days later have an “Ah-ha!” moment about how the problems worked that could have slashed my homework time in half. I’d think, “WHY didn’t my teacher just tell me this in the first place?!”
So I started tutoring to keep other people out of the same aggravating, time-sucking cycle. Since then, I’ve recorded tons of videos and written out cheat-sheet style notes and formula sheets to help every math student—from basic middle school classes to advanced college calculus—figure out what’s going on, understand the important concepts, and pass their classes, once and for all. Interested in getting help? Learn more here: http://www.kristakingmath.com
FACEBOOK // https://www.facebook.com/KristaKingMath
TWITTER // https://twitter.com/KristaKingMath
INSTAGRAM // https://www.instagram.com/kristakingmath/
PINTEREST // https://www.pinterest.com/KristaKingMath/
GOOGLE+ // https://plus.google.com/+Integralcalc/
QUORA // https://www.quora.com/profile/Krista-King
- published: 14 Jul 2013
- views: 77616
4. What is Integration (Hindi)
- Order: Reorder
- Duration: 13:40
- Updated: 24 Jan 2016
- views: 89530
What is Integration and need for it.
What is Integration and need for it.
https://wn.com/4._What_Is_Integration_(Hindi)
❤︎² Integration by Parts... How? (mathbff)
- Order: Reorder
- Duration: 18:00
- Updated: 18 Feb 2016
- views: 412376
MIT grad shows how to integrate by parts and the LIATE trick. More videos with Nancy coming in 2017! To skip ahead: 1) For how to use integration by parts and a...
MIT grad shows how to integrate by parts and the LIATE trick. More videos with Nancy coming in 2017! To skip ahead: 1) For how to use integration by parts and a good RULE OF THUMB for CHOOSING U and DV, skip to time 2:46. 2) For the TRICK FOR CHOOSING U and DV (the LIATE memory trick) skip to 10:12.
WHEN to use INTEGRATION BY PARTS: If you have an integral to evaluate, and you don't already know how to integrate it, as is, then see if you can simplify it somehow with algebra. If not, try doing a substitution, like U-Substitution. If U-Substitution does not help, then you may need to use the INTEGRATION BY PARTS formula.
RULE OF THUMB: The first step to use Integration by Parts is to pick your "u" and "dv". As a general rule of thumb, whichever factor in your integrand gets simpler when you take the derivative of it, make that your u. Then make the other factor your dv (and include the dx in this dv). Note: This works if the part you chose for dv does not get any bigger or more complicated when you integrate it. After you've picked u and dv, then find du by differentiating u, and find v by integrating dv. Finally, plug everything into the integration by parts formula and simplify.
TRICK: You can instead use an acronym memory trick to choose the right "u". The acronym LIATE stands for Logs, Inverse trig functions, Algebraic functions, Trig functions, and Exponentials (in that order). If you follow those letters, LIATE, in sequence, whichever type of function you find first that you have, make that your u. Then, make the next thing you find your dv. Once you've picked u and dv this way, the steps are the same as above. Find du by differentiating u, and find v by integrating dv. Then use the integration by parts formula and simplify for the answer.
https://wn.com/❤︎²_Integration_By_Parts..._How_(Mathbff)
MIT grad shows how to integrate by parts and the LIATE trick. More videos with Nancy coming in 2017! To skip ahead: 1) For how to use integration by parts and a good RULE OF THUMB for CHOOSING U and DV, skip to time 2:46. 2) For the TRICK FOR CHOOSING U and DV (the LIATE memory trick) skip to 10:12.
WHEN to use INTEGRATION BY PARTS: If you have an integral to evaluate, and you don't already know how to integrate it, as is, then see if you can simplify it somehow with algebra. If not, try doing a substitution, like U-Substitution. If U-Substitution does not help, then you may need to use the INTEGRATION BY PARTS formula.
RULE OF THUMB: The first step to use Integration by Parts is to pick your "u" and "dv". As a general rule of thumb, whichever factor in your integrand gets simpler when you take the derivative of it, make that your u. Then make the other factor your dv (and include the dx in this dv). Note: This works if the part you chose for dv does not get any bigger or more complicated when you integrate it. After you've picked u and dv, then find du by differentiating u, and find v by integrating dv. Finally, plug everything into the integration by parts formula and simplify.
TRICK: You can instead use an acronym memory trick to choose the right "u". The acronym LIATE stands for Logs, Inverse trig functions, Algebraic functions, Trig functions, and Exponentials (in that order). If you follow those letters, LIATE, in sequence, whichever type of function you find first that you have, make that your u. Then, make the next thing you find your dv. Once you've picked u and dv this way, the steps are the same as above. Find du by differentiating u, and find v by integrating dv. Then use the integration by parts formula and simplify for the answer.
- published: 18 Feb 2016
- views: 412376
❤︎² How to Integrate Using U-Substitution (mathbff)
- Order: Reorder
- Duration: 25:49
- Updated: 01 May 2014
- views: 827936
MIT grad shows how to do integration using u-substitution (Calculus). More videos with Nancy coming in 2017! To skip ahead: 1) for a BASIC example where your du...
MIT grad shows how to do integration using u-substitution (Calculus). More videos with Nancy coming in 2017! To skip ahead: 1) for a BASIC example where your du gives you exactly the expression you need in order to substitute, skip to time 1:30. 2) For an example where you have to REARRANGE THE DU by multiplying or dividing because the du has a different number or sign than what you need, skip to time 8:21. 3) For one where you have to REARRANGE THE U by subtracting or adding because the du expression cannot give you the expression you need, skip to 17:15. 4) For u-substitution with TRIG (SIN/COS) and the power rule, skip to 22:35.
With all u-substitution integration problems:
The FIRST STEP is to pick your "u". The best choice is usually the longer x-expression that is inside a power or a square root or the denominator, etc (in an "inside function"). Set u equal to this x-expression.
The SECOND STEP is to find "du" by taking the derivative of the u expression with respect to x. For instance, if you have u=3x+2, your du would then be du=3dx. **NOTE: Remember to include "dx" at the end of your du differential expression.
The THIRD STEP is to substitute u and du into the integral everywhere in place of x and dx. **NOTE: if your du does not perfectly match what you need in order to completely substitute before integrating, you must rearrange the du, or sometimes rearrange the u, in order to fully substitute before integrating. For an example of each, see example #2 (time: 8:21) and example #3 (time: 17:15).
The FOURTH STEP is to integrate, remembering to add "+ C" at the end since you integrated an indefinite integral (no limits). The du goes away when you integrate.
The LAST STEP is to "back-substitute" by replacing everywhere u appears with the x-expression that you chose u to be.
https://wn.com/❤︎²_How_To_Integrate_Using_U_Substitution_(Mathbff)
MIT grad shows how to do integration using u-substitution (Calculus). More videos with Nancy coming in 2017! To skip ahead: 1) for a BASIC example where your du gives you exactly the expression you need in order to substitute, skip to time 1:30. 2) For an example where you have to REARRANGE THE DU by multiplying or dividing because the du has a different number or sign than what you need, skip to time 8:21. 3) For one where you have to REARRANGE THE U by subtracting or adding because the du expression cannot give you the expression you need, skip to 17:15. 4) For u-substitution with TRIG (SIN/COS) and the power rule, skip to 22:35.
With all u-substitution integration problems:
The FIRST STEP is to pick your "u". The best choice is usually the longer x-expression that is inside a power or a square root or the denominator, etc (in an "inside function"). Set u equal to this x-expression.
The SECOND STEP is to find "du" by taking the derivative of the u expression with respect to x. For instance, if you have u=3x+2, your du would then be du=3dx. **NOTE: Remember to include "dx" at the end of your du differential expression.
The THIRD STEP is to substitute u and du into the integral everywhere in place of x and dx. **NOTE: if your du does not perfectly match what you need in order to completely substitute before integrating, you must rearrange the du, or sometimes rearrange the u, in order to fully substitute before integrating. For an example of each, see example #2 (time: 8:21) and example #3 (time: 17:15).
The FOURTH STEP is to integrate, remembering to add "+ C" at the end since you integrated an indefinite integral (no limits). The du goes away when you integrate.
The LAST STEP is to "back-substitute" by replacing everywhere u appears with the x-expression that you chose u to be.
- published: 01 May 2014
- views: 827936
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Lots of Basic Antiderivative / Integration / Integral Examples
Lots of Basic Antiderivative / Integration Examples
published: 08 Apr 2016 -
❤︎² How to Integrate Using U-Substitution (mathbff)
MIT grad shows how to do integration using u-substitution (Calculus). More videos with Nancy coming in 2017! To skip ahead: 1) for a BASIC example where your du gives you exactly the expression you need in order to substitute, skip to time 1:30. 2) For an example where you have to REARRANGE THE DU by multiplying or dividing because the du has a different number or sign than what you need, skip to time 8:21. 3) For one where you have to REARRANGE THE U by subtracting or adding because the du expression cannot give you the expression you need, skip to 17:15. 4) For u-substitution with TRIG (SIN/COS) and the power rule, skip to 22:35. With all u-substitution integration problems: The FIRST STEP is to pick your "u". The best choice is usually the longer x-expression that is inside a power or...
published: 01 May 2014 -
Integration and the fundamental theorem of calculus | Chapter 8, Essence of calculus
What is an integral? How do you think about it? Check out the Art of Problem Solving: https://aops.com/3blue1brown Full playlist: http://3b1b.co/calculus Support for these videos comes primarily from Patreon: https://patreon.com/3blue1brown Special thanks to the following patrons: http://3b1b.co/eoc8-thanks ------------------ 3blue1brown is a channel about animating math, in all senses of the word animate. And you know the drill with YouTube, if you want to stay posted about new videos, subscribe, and click the bell to receive notifications (if you're into that). If you are new to this channel and want to see more, a good place to start is this playlist: http://3b1b.co/recommended Various social media stuffs: Website: https://www.3blue1brown.com Twitter: https://twitter.com/3Blue...
published: 05 May 2017 -
Indefinite Integral - Basic Integration Rules, Problems, Formulas, Trig Functions, Calculus
This calculus video tutorial explains how to find the indefinite integral of function. It explains how to apply basic integration rules and formulas to help you integrate functions. This video contains plenty of examples and practice problems. Calculus Video Playlist: https://www.youtube.com/watch?v=rCxi-O79sVo&t;=25s&index;=1&list;=PL0o_zxa4K1BVKErFko9je9IBZ0hXWXVtV Access to Premium Videos: https://www.patreon.com/MathScienceTutor Here is a list of topics: 1. Basic Integration Rules and Formulas 2. Indefinite Integral and Constant of Integration 3. Integrating Constants and Linear Functions 4. Parabolic and Quadratic Functions 5. Polynomial Functions 6. Integration of Rational Functions and Fractions 7. Indefinite Integral - Square Root and Radical Functions 8. Exponential Funct...
published: 20 Dec 2016 -
IIT JEE Main + Advanced | Mathematics | Indefinite Integration | MC Sir from etoosindia.com
o Exam : JEE Main + Advanced o Course Type : IIT JEE Online Coaching Video Lectures (DVD, VOD) o Course Name : Simplified Mathematics Vol. 4: Calculus-Indefinite & Definite Integration by MC sir o Class : 12th, 13th (12th pass) o Medium : English o Course Code : 930 o http://www.etoosindia.com/simplified-mathematics-vol-4-calculus-indefinite-definite-integration MC Sir is known for his focused and simplified JEE teaching to bring to students an easy and analytical methodology towards IIT JEE. The main focus of this course is to develop solid foundation concept and fundamentals. This course designed and developed by the experienced faculty of KOTA and www.etoosindia.com 's staff. http://www.etoosindia.com The Best Performance JEE Online Coaching for JEE Main, Advanced & CBSE | An...
published: 12 Jun 2014 -
Review of Basic Integration Rules - 6 Examples
Examples of not so easy integration using the Basic Integration Rules at 2:57 7:44 11:22 19:08 22:38 34:16 I would like to send out a HUGE THANK YOU to my YouTube student Jigyasa Nigam that did the Closed Captioning of this lesson for me. Your support and help is greatly appreciated:D Check out http://www.ProfRobBob.com, there you will find my lessons organized by class/subject and then by topics within each class. Find free review test, useful notes and more at http://www.mathplane.com
published: 04 Mar 2014 -
What does integration mean ? Where it came from ?
in this video you can watch how the integration evolved step by step.
published: 04 Feb 2014 -
Math 2B. Calculus. Lecture 14. Strategy for Integration
UCI Math 2B: Single-Variable Calculus (Fall 2013) Lec 14. Single-Variable Calculus -- Strategy for Integration -- View the complete course: http://ocw.uci.edu/courses/math_2b_calculus.html Instructor: Natalia L. Komarova Ph.D. License: Creative Commons CC-BY-SA Terms of Use: http://ocw.uci.edu/info More courses at http://ocw.uci.edu Description: UCI Math 2B is the second quarter of Single-Variable Calculus and covers the following topics: Definite integrals; the fundamental theorem of calculus. Applications of integration including finding areas and volumes. Techniques of integration. Infinite sequences and series. Parametric and polar equations. Recorded on October 30, 2013 Required attribution: Komarova, Natalia L. Math 2B (UCI OpenCourseWare: University of California, Irvine), http:...
published: 04 Nov 2013 -
Calculus 2 Lecture 7.1: Integration By Parts
Calculus 2 Lecture 7.1: Integration By Parts
published: 13 Feb 2014
Class 12th Integration part1
- Order: Reorder
- Duration: 35:26
- Updated: 03 Sep 2013
- views: 609130
Lots of Basic Antiderivative / Integration / Integral Examples
- Order: Reorder
- Duration: 33:10
- Updated: 08 Apr 2016
- views: 90472
Lots of Basic Antiderivative / Integration Examples
Lots of Basic Antiderivative / Integration Examples
https://wn.com/Lots_Of_Basic_Antiderivative_Integration_Integral_Examples
❤︎² How to Integrate Using U-Substitution (mathbff)
- Order: Reorder
- Duration: 25:49
- Updated: 01 May 2014
- views: 827936
MIT grad shows how to do integration using u-substitution (Calculus). More videos with Nancy coming in 2017! To skip ahead: 1) for a BASIC example where your du...
MIT grad shows how to do integration using u-substitution (Calculus). More videos with Nancy coming in 2017! To skip ahead: 1) for a BASIC example where your du gives you exactly the expression you need in order to substitute, skip to time 1:30. 2) For an example where you have to REARRANGE THE DU by multiplying or dividing because the du has a different number or sign than what you need, skip to time 8:21. 3) For one where you have to REARRANGE THE U by subtracting or adding because the du expression cannot give you the expression you need, skip to 17:15. 4) For u-substitution with TRIG (SIN/COS) and the power rule, skip to 22:35.
With all u-substitution integration problems:
The FIRST STEP is to pick your "u". The best choice is usually the longer x-expression that is inside a power or a square root or the denominator, etc (in an "inside function"). Set u equal to this x-expression.
The SECOND STEP is to find "du" by taking the derivative of the u expression with respect to x. For instance, if you have u=3x+2, your du would then be du=3dx. **NOTE: Remember to include "dx" at the end of your du differential expression.
The THIRD STEP is to substitute u and du into the integral everywhere in place of x and dx. **NOTE: if your du does not perfectly match what you need in order to completely substitute before integrating, you must rearrange the du, or sometimes rearrange the u, in order to fully substitute before integrating. For an example of each, see example #2 (time: 8:21) and example #3 (time: 17:15).
The FOURTH STEP is to integrate, remembering to add "+ C" at the end since you integrated an indefinite integral (no limits). The du goes away when you integrate.
The LAST STEP is to "back-substitute" by replacing everywhere u appears with the x-expression that you chose u to be.
https://wn.com/❤︎²_How_To_Integrate_Using_U_Substitution_(Mathbff)
MIT grad shows how to do integration using u-substitution (Calculus). More videos with Nancy coming in 2017! To skip ahead: 1) for a BASIC example where your du gives you exactly the expression you need in order to substitute, skip to time 1:30. 2) For an example where you have to REARRANGE THE DU by multiplying or dividing because the du has a different number or sign than what you need, skip to time 8:21. 3) For one where you have to REARRANGE THE U by subtracting or adding because the du expression cannot give you the expression you need, skip to 17:15. 4) For u-substitution with TRIG (SIN/COS) and the power rule, skip to 22:35.
With all u-substitution integration problems:
The FIRST STEP is to pick your "u". The best choice is usually the longer x-expression that is inside a power or a square root or the denominator, etc (in an "inside function"). Set u equal to this x-expression.
The SECOND STEP is to find "du" by taking the derivative of the u expression with respect to x. For instance, if you have u=3x+2, your du would then be du=3dx. **NOTE: Remember to include "dx" at the end of your du differential expression.
The THIRD STEP is to substitute u and du into the integral everywhere in place of x and dx. **NOTE: if your du does not perfectly match what you need in order to completely substitute before integrating, you must rearrange the du, or sometimes rearrange the u, in order to fully substitute before integrating. For an example of each, see example #2 (time: 8:21) and example #3 (time: 17:15).
The FOURTH STEP is to integrate, remembering to add "+ C" at the end since you integrated an indefinite integral (no limits). The du goes away when you integrate.
The LAST STEP is to "back-substitute" by replacing everywhere u appears with the x-expression that you chose u to be.
- published: 01 May 2014
- views: 827936
Integration and the fundamental theorem of calculus | Chapter 8, Essence of calculus
- Order: Reorder
- Duration: 20:46
- Updated: 05 May 2017
- views: 85053
What is an integral? How do you think about it?
Check out the Art of Problem Solving: https://aops.com/3blue1brown
Full playlist: http://3b1b.co/calculus
Su...
What is an integral? How do you think about it?
Check out the Art of Problem Solving: https://aops.com/3blue1brown
Full playlist: http://3b1b.co/calculus
Support for these videos comes primarily from Patreon:
https://patreon.com/3blue1brown
Special thanks to the following patrons: http://3b1b.co/eoc8-thanks
------------------
3blue1brown is a channel about animating math, in all senses of the word animate. And you know the drill with YouTube, if you want to stay posted about new videos, subscribe, and click the bell to receive notifications (if you're into that).
If you are new to this channel and want to see more, a good place to start is this playlist: http://3b1b.co/recommended
Various social media stuffs:
Website: https://www.3blue1brown.com
Twitter: https://twitter.com/3Blue1Brown
Patreon: https://patreon.com/3blue1brown
Facebook: https://www.facebook.com/3blue1brown
Reddit: https://www.reddit.com/r/3Blue1Brown
https://wn.com/Integration_And_The_Fundamental_Theorem_Of_Calculus_|_Chapter_8,_Essence_Of_Calculus
What is an integral? How do you think about it?
Check out the Art of Problem Solving: https://aops.com/3blue1brown
Full playlist: http://3b1b.co/calculus
Support for these videos comes primarily from Patreon:
https://patreon.com/3blue1brown
Special thanks to the following patrons: http://3b1b.co/eoc8-thanks
------------------
3blue1brown is a channel about animating math, in all senses of the word animate. And you know the drill with YouTube, if you want to stay posted about new videos, subscribe, and click the bell to receive notifications (if you're into that).
If you are new to this channel and want to see more, a good place to start is this playlist: http://3b1b.co/recommended
Various social media stuffs:
Website: https://www.3blue1brown.com
Twitter: https://twitter.com/3Blue1Brown
Patreon: https://patreon.com/3blue1brown
Facebook: https://www.facebook.com/3blue1brown
Reddit: https://www.reddit.com/r/3Blue1Brown
- published: 05 May 2017
- views: 85053
Indefinite Integral - Basic Integration Rules, Problems, Formulas, Trig Functions, Calculus
- Order: Reorder
- Duration: 29:00
- Updated: 20 Dec 2016
- views: 22343
This calculus video tutorial explains how to find the indefinite integral of function. It explains how to apply basic integration rules and formulas to help you...
This calculus video tutorial explains how to find the indefinite integral of function. It explains how to apply basic integration rules and formulas to help you integrate functions. This video contains plenty of examples and practice problems.
Calculus Video Playlist:
https://www.youtube.com/watch?v=rCxi-O79sVo&t;=25s&index;=1&list;=PL0o_zxa4K1BVKErFko9je9IBZ0hXWXVtV
Access to Premium Videos:
https://www.patreon.com/MathScienceTutor
Here is a list of topics:
1. Basic Integration Rules and Formulas
2. Indefinite Integral and Constant of Integration
3. Integrating Constants and Linear Functions
4. Parabolic and Quadratic Functions
5. Polynomial Functions
6. Integration of Rational Functions and Fractions
7. Indefinite Integral - Square Root and Radical Functions
8. Exponential Functions and Natural Logarithms
9. Trig Functions, Sine, Cosine, Tangent, and Secant
10. Integration Techniques - U-Substitution, Integration By Parts, and Trigonometric Substitution.
https://wn.com/Indefinite_Integral_Basic_Integration_Rules,_Problems,_Formulas,_Trig_Functions,_Calculus
This calculus video tutorial explains how to find the indefinite integral of function. It explains how to apply basic integration rules and formulas to help you integrate functions. This video contains plenty of examples and practice problems.
Calculus Video Playlist:
https://www.youtube.com/watch?v=rCxi-O79sVo&t;=25s&index;=1&list;=PL0o_zxa4K1BVKErFko9je9IBZ0hXWXVtV
Access to Premium Videos:
https://www.patreon.com/MathScienceTutor
Here is a list of topics:
1. Basic Integration Rules and Formulas
2. Indefinite Integral and Constant of Integration
3. Integrating Constants and Linear Functions
4. Parabolic and Quadratic Functions
5. Polynomial Functions
6. Integration of Rational Functions and Fractions
7. Indefinite Integral - Square Root and Radical Functions
8. Exponential Functions and Natural Logarithms
9. Trig Functions, Sine, Cosine, Tangent, and Secant
10. Integration Techniques - U-Substitution, Integration By Parts, and Trigonometric Substitution.
- published: 20 Dec 2016
- views: 22343
IIT JEE Main + Advanced | Mathematics | Indefinite Integration | MC Sir from etoosindia.com
- Order: Reorder
- Duration: 1:28:26
- Updated: 12 Jun 2014
- views: 114767
o Exam : JEE Main + Advanced
o Course Type : IIT JEE Online Coaching Video Lectures (DVD, VOD)
o Course Name : Simplified Mathematics Vol. 4: Calculus-Indefi...
o Exam : JEE Main + Advanced
o Course Type : IIT JEE Online Coaching Video Lectures (DVD, VOD)
o Course Name : Simplified Mathematics Vol. 4: Calculus-Indefinite & Definite Integration by MC sir
o Class : 12th, 13th (12th pass)
o Medium : English
o Course Code : 930
o http://www.etoosindia.com/simplified-mathematics-vol-4-calculus-indefinite-definite-integration
MC Sir is known for his focused and simplified JEE teaching to bring to students an easy and analytical methodology towards IIT JEE.
The main focus of this course is to develop solid foundation concept and fundamentals. This course designed and developed by the experienced faculty of KOTA and www.etoosindia.com 's staff.
http://www.etoosindia.com
The Best Performance JEE Online Coaching for JEE Main, Advanced & CBSE | Anytime Anywhere, Desktop VOD & DVD Service | Smart Mobile Service
https://wn.com/Iit_Jee_Main_Advanced_|_Mathematics_|_Indefinite_Integration_|_Mc_Sir_From_Etoosindia.Com
o Exam : JEE Main + Advanced
o Course Type : IIT JEE Online Coaching Video Lectures (DVD, VOD)
o Course Name : Simplified Mathematics Vol. 4: Calculus-Indefinite & Definite Integration by MC sir
o Class : 12th, 13th (12th pass)
o Medium : English
o Course Code : 930
o http://www.etoosindia.com/simplified-mathematics-vol-4-calculus-indefinite-definite-integration
MC Sir is known for his focused and simplified JEE teaching to bring to students an easy and analytical methodology towards IIT JEE.
The main focus of this course is to develop solid foundation concept and fundamentals. This course designed and developed by the experienced faculty of KOTA and www.etoosindia.com 's staff.
http://www.etoosindia.com
The Best Performance JEE Online Coaching for JEE Main, Advanced & CBSE | Anytime Anywhere, Desktop VOD & DVD Service | Smart Mobile Service
- published: 12 Jun 2014
- views: 114767
Review of Basic Integration Rules - 6 Examples
- Order: Reorder
- Duration: 41:30
- Updated: 04 Mar 2014
- views: 45923
Examples of not so easy integration using the Basic Integration Rules at 2:57 7:44 11:22 19:08 22:38 34:16
I would like to send out a HUGE THANK YOU to my YouT...
Examples of not so easy integration using the Basic Integration Rules at 2:57 7:44 11:22 19:08 22:38 34:16
I would like to send out a HUGE THANK YOU to my YouTube student Jigyasa Nigam that did the Closed Captioning of this lesson for me. Your support and help is greatly appreciated:D
Check out http://www.ProfRobBob.com, there you will find my lessons organized by class/subject and then by topics within each class. Find free review test, useful notes and more at http://www.mathplane.com
https://wn.com/Review_Of_Basic_Integration_Rules_6_Examples
Examples of not so easy integration using the Basic Integration Rules at 2:57 7:44 11:22 19:08 22:38 34:16
I would like to send out a HUGE THANK YOU to my YouTube student Jigyasa Nigam that did the Closed Captioning of this lesson for me. Your support and help is greatly appreciated:D
Check out http://www.ProfRobBob.com, there you will find my lessons organized by class/subject and then by topics within each class. Find free review test, useful notes and more at http://www.mathplane.com
- published: 04 Mar 2014
- views: 45923
What does integration mean ? Where it came from ?
- Order: Reorder
- Duration: 20:04
- Updated: 04 Feb 2014
- views: 10248
in this video you can watch how the integration evolved step by step.
in this video you can watch how the integration evolved step by step.
https://wn.com/What_Does_Integration_Mean_Where_It_Came_From
in this video you can watch how the integration evolved step by step.
- published: 04 Feb 2014
- views: 10248
Math 2B. Calculus. Lecture 14. Strategy for Integration
- Order: Reorder
- Duration: 51:35
- Updated: 04 Nov 2013
- views: 14809
UCI Math 2B: Single-Variable Calculus (Fall 2013)
Lec 14. Single-Variable Calculus -- Strategy for Integration --
View the complete course: http://ocw.uci.edu/c...
UCI Math 2B: Single-Variable Calculus (Fall 2013)
Lec 14. Single-Variable Calculus -- Strategy for Integration --
View the complete course: http://ocw.uci.edu/courses/math_2b_calculus.html
Instructor: Natalia L. Komarova Ph.D.
License: Creative Commons CC-BY-SA
Terms of Use: http://ocw.uci.edu/info
More courses at http://ocw.uci.edu
Description: UCI Math 2B is the second quarter of Single-Variable Calculus and covers the following topics: Definite integrals; the fundamental theorem of calculus. Applications of integration including finding areas and volumes. Techniques of integration. Infinite sequences and series. Parametric and polar equations.
Recorded on October 30, 2013
Required attribution: Komarova, Natalia L. Math 2B (UCI OpenCourseWare: University of California, Irvine), http://ocw.uci.edu/courses/math_2b_calculus.html. [Access date]. License: Creative Commons Attribution-ShareAlike 3.0 United States License. (http://creativecommons.org/licenses/by-sa/3.0/deed.en_US).
https://wn.com/Math_2B._Calculus._Lecture_14._Strategy_For_Integration
UCI Math 2B: Single-Variable Calculus (Fall 2013)
Lec 14. Single-Variable Calculus -- Strategy for Integration --
View the complete course: http://ocw.uci.edu/courses/math_2b_calculus.html
Instructor: Natalia L. Komarova Ph.D.
License: Creative Commons CC-BY-SA
Terms of Use: http://ocw.uci.edu/info
More courses at http://ocw.uci.edu
Description: UCI Math 2B is the second quarter of Single-Variable Calculus and covers the following topics: Definite integrals; the fundamental theorem of calculus. Applications of integration including finding areas and volumes. Techniques of integration. Infinite sequences and series. Parametric and polar equations.
Recorded on October 30, 2013
Required attribution: Komarova, Natalia L. Math 2B (UCI OpenCourseWare: University of California, Irvine), http://ocw.uci.edu/courses/math_2b_calculus.html. [Access date]. License: Creative Commons Attribution-ShareAlike 3.0 United States License. (http://creativecommons.org/licenses/by-sa/3.0/deed.en_US).
- published: 04 Nov 2013
- views: 14809
Calculus 2 Lecture 7.1: Integration By Parts
- Order: Reorder
- Duration: 1:54:37
- Updated: 13 Feb 2014
- views: 195569
Calculus 2 Lecture 7.1: Integration By Parts
Calculus 2 Lecture 7.1: Integration By Parts
https://wn.com/Calculus_2_Lecture_7.1_Integration_By_Parts
fullscreen slideshow
- Playlist
- Chat
fullscreen slideshow
- Playlist
- Chat
15:37
❤︎² Basic Integration... How? (mathbff)
MIT grad shows how to find antiderivatives, or indefinite integrals, using basic integrati...
published: 01 May 2016
❤︎² Basic Integration... How? (mathbff)
❤︎² Basic Integration... How? (mathbff)
- Report rights infringement
- published: 01 May 2016
- views: 518675
35:26
Class 12th Integration part1
Class 12(CBSE) integration. Covers basic techniques of integration.
published: 03 Sep 2013
Class 12th Integration part1
Class 12th Integration part1
- Report rights infringement
- published: 03 Sep 2013
- views: 609130
33:10
Lots of Basic Antiderivative / Integration / Integral Examples
Lots of Basic Antiderivative / Integration Examples
published: 08 Apr 2016
Lots of Basic Antiderivative / Integration / Integral Examples
Lots of Basic Antiderivative / Integration / Integral Examples
- Report rights infringement
- published: 08 Apr 2016
- views: 90472
12:24
What is integration? - Introduction (tutorial 1) : ExamSolutions
Go to http://www.examsolutions.net/maths-revision/index.php to see the main index of maths...
published: 12 Nov 2010
What is integration? - Introduction (tutorial 1) : ExamSolutions
What is integration? - Introduction (tutorial 1) : ExamSolutions
- Report rights infringement
- published: 12 Nov 2010
- views: 219730
13:42
Integration : What is an Integral
In this video I introduce the concept of an integral for the first time. I feel that in sc...
published: 14 Jul 2011
Integration : What is an Integral
Integration : What is an Integral
- Report rights infringement
- published: 14 Jul 2011
- views: 115698
9:22
How to learn the Integration formulas easily? | CHECK DESCRIPTION(HIGH AUDIO)
SAME VIDEO WITH IMPROVED AUDIO
👇👇👇👇👇👇👇
LINK : https://youtu.be/_uP1MZlqQBI
................
published: 04 Jan 2017
How to learn the Integration formulas easily? | CHECK DESCRIPTION(HIGH AUDIO)
How to learn the Integration formulas easily? | CHECK DESCRIPTION(HIGH AUDIO)
- Report rights infringement
- published: 04 Jan 2017
- views: 134538
9:22
Applications of Integration (KristaKingMath)
► Get your FREE Applications of Integrals formula sheet: http://learn.kristakingmath.com/a...
published: 14 Jul 2013
Applications of Integration (KristaKingMath)
Applications of Integration (KristaKingMath)
- Report rights infringement
- published: 14 Jul 2013
- views: 77616
13:40
4. What is Integration (Hindi)
What is Integration and need for it.
published: 24 Jan 2016
4. What is Integration (Hindi)
4. What is Integration (Hindi)
- Report rights infringement
- published: 24 Jan 2016
- views: 89530
18:00
❤︎² Integration by Parts... How? (mathbff)
MIT grad shows how to integrate by parts and the LIATE trick. More videos with Nancy comin...
published: 18 Feb 2016
❤︎² Integration by Parts... How? (mathbff)
❤︎² Integration by Parts... How? (mathbff)
- Report rights infringement
- published: 18 Feb 2016
- views: 412376
25:49
❤︎² How to Integrate Using U-Substitution (mathbff)
MIT grad shows how to do integration using u-substitution (Calculus). More videos with Nan...
published: 01 May 2014
❤︎² How to Integrate Using U-Substitution (mathbff)
❤︎² How to Integrate Using U-Substitution (mathbff)
- Report rights infringement
- published: 01 May 2014
- views: 827936
fullscreen slideshow
- Playlist
- Chat
15:37
❤︎² Basic Integration... How? (mathbff)
MIT grad shows how to find antiderivatives, or indefinite integrals, using basic integrati...
published: 01 May 2016
❤︎² Basic Integration... How? (mathbff)
❤︎² Basic Integration... How? (mathbff)
- Report rights infringement
- published: 01 May 2016
- views: 518675
35:26
Class 12th Integration part1
Class 12(CBSE) integration. Covers basic techniques of integration.
published: 03 Sep 2013
Class 12th Integration part1
Class 12th Integration part1
- Report rights infringement
- published: 03 Sep 2013
- views: 609130
33:10
Lots of Basic Antiderivative / Integration / Integral Examples
Lots of Basic Antiderivative / Integration Examples
published: 08 Apr 2016
Lots of Basic Antiderivative / Integration / Integral Examples
Lots of Basic Antiderivative / Integration / Integral Examples
- Report rights infringement
- published: 08 Apr 2016
- views: 90472
12:24
What is integration? - Introduction (tutorial 1) : ExamSolutions
Go to http://www.examsolutions.net/maths-revision/index.php to see the main index of maths...
published: 12 Nov 2010
What is integration? - Introduction (tutorial 1) : ExamSolutions
What is integration? - Introduction (tutorial 1) : ExamSolutions
- Report rights infringement
- published: 12 Nov 2010
- views: 219730
13:42
Integration : What is an Integral
In this video I introduce the concept of an integral for the first time. I feel that in sc...
published: 14 Jul 2011
Integration : What is an Integral
Integration : What is an Integral
- Report rights infringement
- published: 14 Jul 2011
- views: 115698
9:22
How to learn the Integration formulas easily? | CHECK DESCRIPTION(HIGH AUDIO)
SAME VIDEO WITH IMPROVED AUDIO
👇👇👇👇👇👇👇
LINK : https://youtu.be/_uP1MZlqQBI
................
published: 04 Jan 2017
How to learn the Integration formulas easily? | CHECK DESCRIPTION(HIGH AUDIO)
How to learn the Integration formulas easily? | CHECK DESCRIPTION(HIGH AUDIO)
- Report rights infringement
- published: 04 Jan 2017
- views: 134538
9:22
Applications of Integration (KristaKingMath)
► Get your FREE Applications of Integrals formula sheet: http://learn.kristakingmath.com/a...
published: 14 Jul 2013
Applications of Integration (KristaKingMath)
Applications of Integration (KristaKingMath)
- Report rights infringement
- published: 14 Jul 2013
- views: 77616
13:40
4. What is Integration (Hindi)
What is Integration and need for it.
published: 24 Jan 2016
4. What is Integration (Hindi)
4. What is Integration (Hindi)
- Report rights infringement
- published: 24 Jan 2016
- views: 89530
18:00
❤︎² Integration by Parts... How? (mathbff)
MIT grad shows how to integrate by parts and the LIATE trick. More videos with Nancy comin...
published: 18 Feb 2016
❤︎² Integration by Parts... How? (mathbff)
❤︎² Integration by Parts... How? (mathbff)
- Report rights infringement
- published: 18 Feb 2016
- views: 412376
25:49
❤︎² How to Integrate Using U-Substitution (mathbff)
MIT grad shows how to do integration using u-substitution (Calculus). More videos with Nan...
published: 01 May 2014
❤︎² How to Integrate Using U-Substitution (mathbff)
❤︎² How to Integrate Using U-Substitution (mathbff)
- Report rights infringement
- published: 01 May 2014
- views: 827936
fullscreen slideshow
- Playlist
- Chat
35:26
Class 12th Integration part1
Class 12(CBSE) integration. Covers basic techniques of integration.
published: 03 Sep 2013
Class 12th Integration part1
Class 12th Integration part1
- Report rights infringement
- published: 03 Sep 2013
- views: 609130
33:10
Lots of Basic Antiderivative / Integration / Integral Examples
Lots of Basic Antiderivative / Integration Examples
published: 08 Apr 2016
Lots of Basic Antiderivative / Integration / Integral Examples
Lots of Basic Antiderivative / Integration / Integral Examples
- Report rights infringement
- published: 08 Apr 2016
- views: 90472
25:49
❤︎² How to Integrate Using U-Substitution (mathbff)
MIT grad shows how to do integration using u-substitution (Calculus). More videos with Nan...
published: 01 May 2014
❤︎² How to Integrate Using U-Substitution (mathbff)
❤︎² How to Integrate Using U-Substitution (mathbff)
- Report rights infringement
- published: 01 May 2014
- views: 827936
20:46
Integration and the fundamental theorem of calculus | Chapter 8, Essence of calculus
What is an integral? How do you think about it?
Check out the Art of Problem Solving: ht...
published: 05 May 2017
Integration and the fundamental theorem of calculus | Chapter 8, Essence of calculus
Integration and the fundamental theorem of calculus | Chapter 8, Essence of calculus
- Report rights infringement
- published: 05 May 2017
- views: 85053
29:00
Indefinite Integral - Basic Integration Rules, Problems, Formulas, Trig Functions, Calculus
This calculus video tutorial explains how to find the indefinite integral of function. It ...
published: 20 Dec 2016
Indefinite Integral - Basic Integration Rules, Problems, Formulas, Trig Functions, Calculus
Indefinite Integral - Basic Integration Rules, Problems, Formulas, Trig Functions, Calculus
- Report rights infringement
- published: 20 Dec 2016
- views: 22343
1:28:26
IIT JEE Main + Advanced | Mathematics | Indefinite Integration | MC Sir from etoosindia.com
o Exam : JEE Main + Advanced
o Course Type : IIT JEE Online Coaching Video Lectures (DVD...
published: 12 Jun 2014
IIT JEE Main + Advanced | Mathematics | Indefinite Integration | MC Sir from etoosindia.com
IIT JEE Main + Advanced | Mathematics | Indefinite Integration | MC Sir from etoosindia.com
- Report rights infringement
- published: 12 Jun 2014
- views: 114767
41:30
Review of Basic Integration Rules - 6 Examples
Examples of not so easy integration using the Basic Integration Rules at 2:57 7:44 11:22 1...
published: 04 Mar 2014
Review of Basic Integration Rules - 6 Examples
Review of Basic Integration Rules - 6 Examples
- Report rights infringement
- published: 04 Mar 2014
- views: 45923
20:04
What does integration mean ? Where it came from ?
in this video you can watch how the integration evolved step by step.
published: 04 Feb 2014
What does integration mean ? Where it came from ?
What does integration mean ? Where it came from ?
- Report rights infringement
- published: 04 Feb 2014
- views: 10248
51:35
Math 2B. Calculus. Lecture 14. Strategy for Integration
UCI Math 2B: Single-Variable Calculus (Fall 2013)
Lec 14. Single-Variable Calculus -- Stra...
published: 04 Nov 2013
Math 2B. Calculus. Lecture 14. Strategy for Integration
Math 2B. Calculus. Lecture 14. Strategy for Integration
- Report rights infringement
- published: 04 Nov 2013
- views: 14809
1:54:37
Calculus 2 Lecture 7.1: Integration By Parts
Calculus 2 Lecture 7.1: Integration By Parts
published: 13 Feb 2014
Calculus 2 Lecture 7.1: Integration By Parts
Calculus 2 Lecture 7.1: Integration By Parts
- Report rights infringement
- published: 13 Feb 2014
- views: 195569
Class 12th Integration part1...
Lots of Basic Antiderivative / Integration / Integ...
❤︎² How to Integrate Using U-Substitution (mathbff...
Integration and the fundamental theorem of calculu...
Indefinite Integral - Basic Integration Rules, Pro...
IIT JEE Main + Advanced | Mathematics | Indefinite...
Review of Basic Integration Rules - 6 Examples...
What does integration mean ? Where it came from ?...
Math 2B. Calculus. Lecture 14. Strategy for Integr...
Calculus 2 Lecture 7.1: Integration By Parts...
-
Lyrics list:lyrics
-
Integration, Kellee Maize
-
Integration, Anis
-
Integration, Kultur Shock
Integration
[Verse 1]
Welcome ladies and gentleman
A mercedes kinda sentiment
Luxary in trustin me to
Honor the free we all should be
It seems my sundial burst in two
Yin and yang right left me you
I'll build it with no driver or screw
See I did undo all that I know
And You know this and you know that
Please consider your more than what you think you lack
I feel the sorrow and all the pain
Tryna create tomorrow be happy for this day
I'm getting obsessed and feelin a mess
Then I thank goddess remind me I'm blessed
See we're all afraid this is human
Forgettin what you're made of
Thinkin your loosin hit the snooze
And headache from boozing
Know it's you whose chosen' and refusing
The responsibility
It's hard to accept u see
But we are in control
It's your world you chose your role
It's hard it takes a toll
Oh that ego won't let go
Something screamin in your soul
Right there in between your pole
It is the game and not the goal
I love your diamond and your coal
[Chorus]
(Eddedededah EdedededaH edededehdahdahdah)
We create our own
Your own reality
Everything in the world
Is reflection of the me
Use your energy for something new un-thought
Do what you always did
You'll get what you always got
(Eddedededah EdedededaH edededehdahdahdah)
Go with me down
All the way down to the bottom
Where you will, find your crown
Your love your fear and all that is rotten
Go with me down
All the way down to the bottom
Where you will, find your crown
Your love your fear and all that is rotten
[Verse 2]
Judge me all day, you'll notice
You don't like something now focus
You project from you to me
Reminding you of what you can or can't be
Everyone in your life
That causes the pain and strife
Comes from your perception
Release the mental congestion
Breathe in you have been tested
How will you learn this lesson
Science is now your best friend (Science is Now)
Your struggle could be restin
I cry for all the hungry
I feel their bellies bloat
Before we can make real change
We must release the hope
That something is outside us
That we are not in charge
That others can divide us
That you can not reach the stars
[Chorus]
(Eddedededah EdedededaH edededehdahdahdah)
We create our own
Your own reality
Everything in the world
Is reflection of the me
Use your energy for something new un-thought
Do what you always did
You'll get what you always got
(Eddedededah EdedededaH edededehdahdahdah)
Go with me down
All the way down to the bottom
Where you will, find your crown
Your love your fear and all that is rotten
Go with me down
All the way down to the bottom
Where you will, find your crown
Your love your fear and all that is rotten
[Verse 3]
A cavern deeply barriers me
The blue drowns me out to sea
And back I come a mermaid
Transformed I'm thirsty
For the love you give and the hate you hold
The way you live how you unfold
Cause I tangle in you create
A knot together we realize
What we have brought
Forensically determine that my
Aura needs reworking
You see my energies uncertain
With my esteem I will be flirting
Into the amethyst I fade
A purple chasm made my way
I am rewriting a new day
And doing everything I say
I will not speak to your smallness
A destruction of the fear in of (You Are Great)
I have yet to know what I should call this
A hybrid of experience
[Chorus 2x]
(Eddedededah EdedededaH edededehdahdahdah)
We create our own
Your own reality
Everything in the world
Is reflection of the me
Use your energy for something new un-thought
Do what you always did
You'll get what you always got
(Eddedededah EdedededaH edededehdahdahdah)
Go with me down
All the way down to the bottom
Where you will, find your crown
Your love your fear and all that is rotten
Go with me down
All the way down to the bottom
Where you will, find your crown
Your love your fear and all that is rotten
back
India deploys more troops along China border, raises ‘caution level’
Edit The Siasat Daily 12 Aug 2017
New Delhi. In a strategically key move, India has poured in more troops along the entire stretch of its border with China in Sikkim and Arunachal Pradesh in the face of heightened rhetoric by Beijing over the Dokalam standoff, senior government officials said on Friday. The “caution level” among the troops has also been raised, the officials told PTI ... Bhutan and China have competing claims over Dokalam, and are negotiating a resolution....
back
Usain Bolt collapses in final race, Great Britain seal 4x100m relay gold
Edit Hindustan Times 13 Aug 2017
Usain Bolt’s unparalleled career ended in extraordinary drama as he pulled up with injury on the anchor leg of his very last race, the 4x100 metres relay final at the World Championships ... The British quartet of Chijindu Ujah, Adam Gemili, Daniel Talbot and Nethaneel Mitchell-Blake claimed gold in 37.47 seconds, with the Justin Gatlin-led US four taking silver at 0.05sec and Japan a surprise bronze (38.04). (Read ... (Read ... ....
back
Guam, Japan prepare for possible North Korea missile launch
Edit CNN 13 Aug 2017
Hagatña, Guam (CNN)North Korean military figures are putting the final touches on a plan to fire four missiles into the waters around the US-territory of Guam, to be presented to leader Kim Jong Un within days. In a statement last week, Gen. Kim Rak Gyom, commander of the Strategic Force of the Korean People's Army, said the plan to fire "four Hwasong-12 intermediate-range strategic ballistic rockets ... Read More ... He did not elaborate ... ....
back
Gorakhpur: Encephalitis snuffs out another life today, death toll crosses 70
Edit Yahoo Daily News 13 Aug 2017
Gorakhpur. Encephalitis snuffs out another life today, death toll crosses 70. Tragedy continued to descend upon Gorakhpur's Baba Raghav Das Medical College hospital, as another child succumbed to encephalitis on Sunday, taking the death toll over 70. 11 children died on Saturday and until Friday the death toll stood at 60 ... Those found guilty won't be spared." ... "The administration was notified of the lack of oxygen ... -ANI ... Defence expertsJ-K....
Manana a man of integrity and high work ethic - staff
Edit News24 13 Aug 2017
The Office of the Public Protector on Sunday said it was unable to immediately confirm the status of a complaint lodged against Higher Education deputy minister Mduduzi Manana five years ago, ostensibly accusing him of abusing his power ... ....
UK Parliamentarians Share experiences on Reconciliation
Edit Asian Tribune 13 Aug 2017
Parliamentarians visited Sri Lanka and shared their experiences on reconciliation strategies and mechanisms with special focus on Northern Ireland at a programme organized by the Ministry of National Integration and Reconciliation ... Parliamentarians, Mr.V.Sivagnanasothy, Secretary, Ministry of National Integration and Reconciliation, Mr.Priyanka ......
Corruption scandals falling through the cracks of 'hopeless' federal system
Edit Sydney Morning Herald 13 Aug 2017
The Australian Institute think tank has examined all the functions and powers of the seven key agencies responsible for maintaining integrity in the federal system, and has found none has the scope or reach of the state-based corruption bodies ... The main federal bodies responsible for integrity – the Australian Commission for Law Enforcement ......
GEZE Showcases Smart Facades: Efficient and Safe Ventilation in the KNX Environment
Edit Market Watch 13 Aug 2017
Via the IO 420 interface module, GEZE products can be integrated into network solutions with BACnet, and be networked with each other via BACnet MS/TP ... Automatic windows can be monitored and operated intelligently via IQ box KNX interface module, integrated into the KNX communication standard ... The GEZE ActiveStop door damper integrated into the door provides greater convenience and a completely new 'door experience'....
Drafter of 25th Amendment awarded ABA Medal for “unimpeachable integrity,” ethics and leadership
Edit Public Technologies 13 Aug 2017
ABA Medal receipient John D. Feerick with ABA President Linda A. Klein. Just two years out of law school when he drafted the 25 Amendment to the Constitution on presidential inability and succession, Feerick spent 20 years at Skadden, Arps, Slater, Meagher & Flom, where he founded the firm's labor and employment practice ... In addition, he founded the school's Center for Social Justice, which was named in his honor ... John the Good.' ... John F....
Analysis: The rise of populism shouldn't have surprised anyone
Edit The Keene Sentinel 13 Aug 2017
For decades, it seemed like the world was on an unstoppable march toward closer integration ... Countries, including the United States, have seen the rise of a populist backlash against more liberalized trade and international integration that could result in globalization playing out in reverse — with countries’ economies becoming more insulated and less integrated....
Maharashtra CM Fadnavis lays foundation stone of IUIH Medicity
Edit DNA India 13 Aug 2017
It has a vision to provide integrated healthcare across India by partnering with global leaders in research, education, technology, manufacturing and healthcare delivery ... Jane Grady, Deputy Director, Trade, Economics and Prosperity, British High Commission, said "The NHS is considered to be the best integrated healthcare system in the world ... ....
Whose values inform school traditions?
Edit News24 13 Aug 2017
Education system should promote social integration,not simply teach conformity and assimilation intodominant cultures, writes André Gaum ... ....
SafetyStratus
Edit ZDNet 13 Aug 2017
SafetyStratus provides an online, integrated platform to protect your team, reduce risk, and stay compliant. The mobile app allows... ....
Piazza del Campo
Edit Topix 13 Aug 2017
Piazza del Campo is a perfect place at any hour, any day, anytime as one of Europe's greatest medieval squares. It is renowned worldwide for its beauty and architectural integrity ... ....
Qatar- Al Koot launches health insurance platform
Edit MENA FN 13 Aug 2017
(MENAFN - The Peninsula) The Peninsula Al Koot Insurance and Reinsurance Company launched its integrated health insurance operations management platform after the company ended u... ....
India, Russia to Hold Major Tri-Service 'Indra' Combat Exercise in October
Edit News18 13 Aug 2017
... two countries in a tri- services integrated theatre command scenario, military sources said....
India to Deploy Israeli Fence System on Pak Border That Detects Infiltration Bids
Edit News18 13 Aug 2017About 11,000 summonses issued in traffic operation
Edit The Star 13 Aug 2017
Over 11,000 summonses were issued to road users for various offences during a three-day nationwide integrated operation carried out by the Bukit Aman Traffic Investigation and Enforcement Department ... ....
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