1. The problem statement, all variables and given/known data
Using boolean algebra, verify if the identity is true. Draw truth table to verify answers.
x XOR 1 = x
3. The attempt at a solution
[itex]x \oplus 1 = x[/itex]
(x’ * 1) + (x * 1’)
(x’ * 1) + (x * 0)
(x’ * 1) + 0
(x’ * 1)
x’
I've proven that the equation is false. How do I draw truth table to prove it? Help appreciated. Thanks.
Using boolean algebra, verify if the identity is true. Draw truth table to verify answers.
x XOR 1 = x
3. The attempt at a solution
[itex]x \oplus 1 = x[/itex]
(x’ * 1) + (x * 1’)
(x’ * 1) + (x * 0)
(x’ * 1) + 0
(x’ * 1)
x’
I've proven that the equation is false. How do I draw truth table to prove it? Help appreciated. Thanks.
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