Question

factor the following logic expression: ef + def (e f + d) (e f + e) (e f + f) f (e + d) e f + e d there is no right answer e (f + d f)

Explanation:

Step1: Factor out the common term E

We can see that E is common in both terms $EF$ and $DEF'$. So, $EF + DEF'=E(F + DF')$.

Answer:

E (F + D F')