Difference between revisions of "Bit"

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(Binary Math)
 
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=Definition=
 
=Definition=
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Also known as a '''B'''inary dig'''IT''', is the smallest in size and is either a 1 or a 0.
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=What does this mean=
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It's basically the smallest form of data storage you can think of. It is either present or absent, true or false, yes or no, 1 or 0.
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[[File:BitVisual.png | 400px]]
  
 
=Relevance=
 
=Relevance=
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* [[Binary]]
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* [[Base 2]]
  
 
=Explanation=
 
=Explanation=
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Everything in a computer is 0's and 1's. The bit stores just a 0 or 1: it's the smallest building block of storage.
  
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A bit is a computer storage reference, whereas [[Binary]] can refer to the number system as well. We mostly use Bit for [[Base 2]] calculations.
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1 bit of data can only hold 0 or 1. 2 bits of data can hold 2^2 or 00, 01, 10 or 11. So, 8-bits of data can hold 256 patterns of binary digits (0 or 1).
  
{{Binary Math}}
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[[File:Bit2.png | 650 px]] [[File:BitNibByte.png | 400px]]
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Credits: https://web.stanford.edu/class/cs101/bits-bytes.html
  
=Resources=
 
 
== See also ==
 
== See also ==
 
+
* [[Base 2]]
 
* [[Binary]]
 
* [[Binary]]
 
* [[Numeral Systems]]
 
* [[Numeral Systems]]
 
==Notes==
 
 
 
==External Links==
 
 
  
  

Latest revision as of 15:14, 8 August 2019

Definition

Also known as a Binary digIT, is the smallest in size and is either a 1 or a 0.

What does this mean

It's basically the smallest form of data storage you can think of. It is either present or absent, true or false, yes or no, 1 or 0.

BitVisual.png

Relevance

Explanation

Everything in a computer is 0's and 1's. The bit stores just a 0 or 1: it's the smallest building block of storage.

A bit is a computer storage reference, whereas Binary can refer to the number system as well. We mostly use Bit for Base 2 calculations. 1 bit of data can only hold 0 or 1. 2 bits of data can hold 2^2 or 00, 01, 10 or 11. So, 8-bits of data can hold 256 patterns of binary digits (0 or 1).

Bit2.png BitNibByte.png

Credits: https://web.stanford.edu/class/cs101/bits-bytes.html

See also