- published: 07 Feb 2012
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An ogive (/ˈoʊdʒaɪv/ OH-jyv) is the roundly tapered end of a two-dimensional or three-dimensional object.
Villard de Honnecourt, a 13th-century itinerant master-builder from the Picardy in the north of France, was the first writer to use the word ogive. The OED considers the French term's origin obscure; it might come from the Late Latin obviata, the feminine perfect passive participle of obviare, meaning the one who has met or encountered the other.
In ballistics or aerodynamics, an ogive is a pointed, curved surface mainly used to form the approximately streamlined nose of a bullet or other projectile.
The traditional or secant ogive is a surface of revolution of the same curve that forms a Gothic arch; that is, a circular arc, of greater radius than the diameter of the cylindrical section ("shank"), is drawn from the edge of the shank until it intercepts the axis.
If this arc is drawn so that it meets the shank at zero angle (that is, the distance of the centre of the arc from the axis, plus the radius of the shank, equals the radius of the arc), then it is called a tangential or spitzer ogive. This is a very common ogive for high velocity (supersonic) rifle bullets.
Ogive
This video explains how to construct an ogive graph and how to use the graph to answer questions. Visit browardstatstutor.com for more video.
Statistics - Cumulative Frequency Distribution (Less than type Ogive) - Problem Solving Statistics - Cumulative Frequency Distribution Less than type Ogive In this video we will learn Problem Solving based Statistics - Cumulative Frequency Distribution (Less than type Ogive) In this video of Class 10 Maths Statistics - Cumulative Frequency Distribution (Less than type Ogive) - Problem Solving Math Grade 10 Mathematics X you will study a problem based on Statistics - Cumulative Frequency Distribution Less than type Ogive I hope you enjoyed this video on Class 10 Maths Statistics - Cumulative Frequency Distribution (Less than type Ogive) - Problem Solving Math Grade 10 Mathematics X on lets tute. We have more videos on Statistics: Statistics - Cumulative Frequency Distribution (Less tha...
I help you identify left skewness, right skewness, and bell curves in an Ogive graph. At 6:40 I said "this is left skewed"- that is incorrect. Skewness is determined by the direction of the tail. In the histogram, the tail tapers off to the right, so it is right skewed. 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
Statistics - Cumulative Frequency Distribution (More than type Ogive) - Problem Solving Statistics - Cumulative Frequency Distribution More than type Ogive In this video we will learn Problem Solving based Statistics - Cumulative Frequency Distribution (More than type Ogive) In this video of Class 10 Maths Statistics - Cumulative Frequency Distribution (More than type Ogive) - Problem Solving Math Grade 10 Mathematics X you will study a problem based on Statistics - Cumulative Frequency Distribution More than type Ogive I hope you enjoyed this video on Class 10 Maths Statistics - Cumulative Frequency Distribution (More than type Ogive) - Problem Solving Math Grade 10 Mathematics X on lets tute. STATISTICS VIDEO PLAYLIST https://www.youtube.com/playlist?list=PLBrLePeO7Cf76nboww-QKuKHku...
SPRING 2014 UPDATE: This lesson was changed for my class, but I will keep the video up for those needing relative frequency histograms, polygons and ogives. This is the second of three videos covering the material for Math 130 - Statistics. Relative frequency histograms, relative frequency polygons and relative frequency ogive graphs are explained.
In this video I cover the basics of how to construct a cumulative frequency distribution (Ogive).