Question

xy+y'z'+wxz' simplify the boolean express​

Answer 1

Answer:

$\huge\underline\mathfrak\red{❥Answer}$

Explanation:

This expression is equal to 1 whenever x=y=1 and this is shown in the right hand block of the diagram. The expression is also equal to 1 whenever y=z=0 and this is shown in the left hand column of the of the diagram.

The expression also equals 1 when w=1, x=1 and z=0. This is shown circled in the diagram. As can be seen, these results already exist due to x.y + y’.z’ meaning that w.x.z’ has been absorbed.

So x.y + y'.z' + w.x.z' = x.y+y.’z’