- published: 23 Nov 2013
- views: 26055
Binary data is data whose unit can take on only two possible states, traditionally termed 0 and +1 in accordance with the binary numeral system and Boolean algebra. Forms and interpretations of binary data come in different technical and scientific fields. Such two-valued unit can be termed:
A discrete variable that can take only one state contains zero information, and 2 is the next natural number after 1. That is why the bit, a variable with only two possible values, is a standard primary unit of information.
A collection of n bits may have 2n states: see binary number for details. Number of states of a collection of discrete variables depends exponentially on the number of variables, and only as a power law on number of states of each variable. Ten bits have more (1024) states than three decimal digits (1000). 10k bits are more than sufficient to represent an information (a number or anything else) that requires 3k decimal digits, so information contained in discrete variables with 3, 4, 5, 6, 7, 8, 9, 10… states can be ever superseded by allocating two, three, or four times more bits. So, the use of any other small number than 2 does not provide an advantage.
Ever wonder exactly what binary is and what it does? Well you have come to the right place! In this video I explain in-depth what binary is, what it can do, and why we use it in computers! Binary can be seen from many different perspectives. It can be seen as a system to represent numeral values like the decimal, or hexadecimal system. It can also be seen as a way to perform logical operations in real-world or digital systems. Let's look at what binary is before computers were invented. Binary can be seen as another way of representing numerical data. Us humans naturally developed the decimal system because we have 10 fingers. The decimal system is a way to represent any number as a series of digits each being 0 to 9. Binary is a lot like this system but instead of being base 10, it's ba...
Computers only work with base two numbers or numbers that only consist of ones and zeros. So how does our computer take the base 2 numbers and display colors on the screen? Or sound out of our speaker’s? Or be used within a mathematical statement? This lecture will show how these base 2 numbers are used to produce all the essential media outputs that makes your computer a computer. Course: https://www.youtube.com/playlist?list=PLGC-hHIh7l5s6Spz86OT1u0A7kvQH-2B0 Website: http://www.avelx.co.uk/
AP statistics lecture 2 (not affiliated with the College Board). Objective is to understand the data types of binary and categorical, and to be able to describe a sample space for binary, categorical, or quantitative data
This is the first video of my new series where I explore the low-level fundamentals of programming with my own eZ80 8-bit computer. If you want to go even deeper, madmaxx has you covered: http://www.youtube.com/playlist?list=PLNUL7DzXzp_J4TztZYOVtayTfp0DV1z5H
Seamless animation loop showing binary data streams in cyberspace Buy here: http://www.shutterstock.com/nl/video/clip-6164207-stock-footage-digital-technology-data-network-with-binary-code-seamless-animation-loop-showing-data-streams-and.html?src=gallery/Tw-ZW28Wy74wXPEfnXjUKg:1:4/3p or search clipid 6164207
A video on binary counting systems and digital data for the project and home recording studio owner. The second in our digital audio theory series/playlist.
Human readable formats like JSON have become very popular in recent years, and it's no question why. There is something very comfortable about being able to take the data going through your system, and just paste it into a text editor or console to work with it, and easily read it. Binary formats and protocols used to dominate computing, mainly to deal with limitations in the bandwidth and CPU constraints. As our machines and internet connections (compared to the modems of the past), many have opted to accept the trades off of being "human readable" and easier to work with, at the cost of some inefficiency. However, this is not always a good tradeoff. As we start dealing with the challenges of increased popularity of large-data services, it becomes important to find ways to minimize the ...
BM Research has successfully stored one magnetic bit of data with just 12 atoms of iron, and a full byte of data in 96 atoms. This represents a storage density that is at least 100 times denser than the largest hard drive platters or flash memory chips. The team, led by Andreas Heinrich of IBM Research Almaden (California), began their search for the smallest magnetic bit from the bottom up. Instead of starting with a known storage medium and looking for a way to improve it — the standard approach for industries governed by Moore's law — Heinrich and his team started from the smallest possible unit — an atom — and built their way up until the smallest, stable magnetic bit was achieved. IBM's 12-atom bit, in false color Heinrich & Co. literally built up an array of iron atoms on a ...