Question

Write the truth table for xor gate.

Answer 1

Here is your answer mate.

The thruth table for xor gate is a digital logic gate that gives the correct output when the no. of true inputs is odd..

The algebric expression and both represent the xor gate with inputs a and b. The behavior of xor summarize in the table ..

I hope it will help you..

If you are satisfied with the answer so mark as brainlist plse..

Answer 2

Exclusive OR (XOR)

The XOR (Exclusive OR) is a Logic Operation. It takes in two boolean values as input and gives one boolean value as output.

The OR operation returns True if at least one of the input values is True. So, if both input values are True, OR will return True as well.

XOR returns True when exactly one of the two inputs is True, and the other is False.

So, If both inputs are True (or if both inputs are False), XOR will return False.

This is where XOR differs from OR. Only one of the two inputs must be true. This is where the "Exclusive" word comes in.

The XOR is denoted using $\oplus$ or the $\veebar$ symbols. Any of the two symbols can be used.

$\rule{320}{1}$

Truth Table of XOR

Here goes the Truth Table. True is denoted as T and False is denoted as F.

$\large\boxed{\begin{tabular}{|cc|c|}\cline{1-3}\sf A &\sf B &\sf A\,\oplus\,\sf B\\\cline{1-3}\sf F & \sf F & \sf F \\ \sf F & \sf T & \sf T \\ \sf T & \sf F & \sf T \\ \sf T & \sf T & \sf F \\\cline{1-3} \end{tabular}}$