Find the complement of the following expression. Then, simplify the complement as

much as you can. Final answer should be in SOP form. $($Only single variables may

be complemented in your answer $---(a+b{)}^{\text{'}}$ is not acceptable part of answer

format$).$ Minimum size is $4$ terms, $4$ literals.

$f(w,x,y,z)=(x{z}^{\text{'}}+y)(wx)(z^{\text{'}})(w^{\text{'}}+y^{\text{'}})$

Consider the following function with don't cares:

$g(a,b,c)=m(0,5,6)+d(1,2,4)$

Determine if any of the following expressions can be used as solutions for $g?$ Explain

your answers.

$p=a^{\text{'}}+b^{\text{'}}{c}^{\text{'}}$

$q=b^{\text{'}}+a{c}^{\text{'}}$

$r=c^{\text{'}}+a{b}^{\text{'}}$PLEASE READ AND FOLLOW THE INSTRUCTIONS IN THE PICTURE, NOT THE AUTO TEXT BLOB