Art of Problem Solving

Binary operation: Difference between revisions

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A '''binary operation''' is an [[operation]] which takes two arguments.
A '''binary operation''' is an [[operation]] which takes two arguments. Usually this takes an input and encodes it into machine code or binary. Then it returns a bit based on 2 bits, one from each string on their corresponding index. There are several binary operations that people tend to use a lot. Let's get to them:
 
'''AND'''
\begin{tabular}{cc|c}
<math>a</math> & <math>b</math> & expression \\
\hline
True & True & True \\
True & False & False \\
False & False & False \\
False & True & False \\
\end{tabular}

Revision as of 18:26, 30 April 2024

This article is a stub. Help us out by expanding it.

A binary operation is an operation which takes two arguments. Usually this takes an input and encodes it into machine code or binary. Then it returns a bit based on 2 bits, one from each string on their corresponding index. There are several binary operations that people tend to use a lot. Let's get to them:

AND \begin{tabular}{cc|c} $a$ & $b$ & expression \\ \hline True & True & True \\ True & False & False \\ False & False & False \\ False & True & False \\ \end{tabular}