PROBLEM $3$

I$)$ Write $(xo+Y)$ as a sum of products. Do the same for $)=(Y$

ANSWER: $(xo+Y)=$

$)=(Y$

II$)$ Given the following expression for F:

$F=$

$)=(B$

a$)$ Reduce F to a Sum of Products $($SOP$)($each term of the sum should be a product of literals for variables A B C D

Do not combine or simplify further

ANSWER: $F=$

b$)$ Fill the emptey Kmap for F $($use Gray Code$)($see below$)$

$\backslash$table$[[AB=$

$CD,00,01,,,00],[00,,,,,],[01,,,,,],[,,,,,],[,,,,,],[00,,,,,]]$

c$)$ group appropriate cells according to procedure you learned in class to obtain a minimal sum of products.

ANSWER: $F=$