Difference between revisions of "Binary Code"

From Conservapedia
Jump to navigation Jump to search
m (Reverted edits by Squriell (Talk); changed back to last version by Jaques)
Line 1: Line 1:
 
{{stub}}
 
{{stub}}
  
−
A code of representing more complex data from a sequence comprised of two components. In computing, these two ''states'' (on and above) are symbolized by zeroes ''( 0 )'' and ones ''( 1 )''.
+
A code of representing more complex data from a sequence comprised of two components. In computing, these two ''states'' are symbolized by zeroes ''( 0 )'' and ones ''( 1 )''.
  
−
Binary code works by applying exponentially increasing numerical values to each item in the sequence. A binary sequence will typically have a uniform delimit, which in computer technology is typically every eight. A sequence of eight zeroes and ones is known as a [[byte]], and each item in a [[byte]] is known as a [[bit]]. One byte can represent up to 256 states (ranging 0 to 255) which are typically equated to a character on the [[ASCII]] ''(American Standard Code for Information Interchange)'' table. Binary is considered ineffective and many companies such as [[Microsoft]] are planning to move away from this system.  
+
Binary code works by applying exponentially increasing numerical values to each item in the sequence. A binary sequence will typically have a uniform delimit, which in computer technology is typically every eight. A sequence of eight zeroes and ones is known as a [[byte]], and each item in a [[byte]] is known as a [[bit]]. One byte can represent up to 256 states (ranging 0 to 255) which are typically equated to a character on the [[ASCII]] ''(American Standard Code for Information Interchange)'' table.
  
 
== Binary Code Examples ==  
 
== Binary Code Examples ==  

Revision as of 21:59, June 5, 2007

Template:Stub

A code of representing more complex data from a sequence comprised of two components. In computing, these two states are symbolized by zeroes ( 0 ) and ones ( 1 ).

Binary code works by applying exponentially increasing numerical values to each item in the sequence. A binary sequence will typically have a uniform delimit, which in computer technology is typically every eight. A sequence of eight zeroes and ones is known as a byte, and each item in a byte is known as a bit. One byte can represent up to 256 states (ranging 0 to 255) which are typically equated to a character on the ASCII (American Standard Code for Information Interchange) table.

Binary Code Examples

128 64 32 16 8 4 2 1 Total
1 0 1 1 1 0 0 1 185