Consider the Boolean function

$f=(2,6,8,9,10,12,14,15)$

Draw the K$-$map, and then find all prime implicants.

Based on this K$-$map determine all minimal forms of $f.$

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Q$2$

$4$ Points

$E=(2,3,6,8,9,15)$

$D=(0,10,12,13,14)$

$F=D+E$

Express function $F$ in $$ notation and just like for the function $f$ in the previous question, draw the K$-$map, find the prime implicants of $F,$ and determine all minimal forms of F

Plz show hand written work. Thank you.