Simplify the following functional expression
Simplify the following functional expression using Boolean algebra and its identities. List the identity used at each step.
F(x, y, z) = x'y + xyz' + xyz
I think I know how to do this one but I want to make sure. I have a test coming up and this is a review question. My book is horrible when it comes to providing good examples with answers so that I know I am working it correctly.
The other question I was not to sure about is:
Use a truth table to prove the following either True for False.
yz + xyz' + x' y' z = xy + x' z
If I can get the answers to a few of the questions I can figure out the rest of them based on these examples.© SolutionLibrary Inc. solutionlibary.com 9836dcf9d7 https://solutionlibrary.com/math/algebra/simplify-the-following-functional-expression-7drf
Use a truth table to check the statement ...