Can someone help me simplify tis boolean expression, I have been trying all morning with no luck. It has multiple parameters and I have no idea if I have to use De Morgan and when. The expression is:
ABC + DE + AF +ABDF + A'F
All i come up with is is this: AB(C+DF)+DE+F but then I have to design a circuit with logical gates that accept only two parameters, so I'm lost.
Thank you all for your time!
\begin{equation} \begin{split} ABC + DE + AF + A'F + ABDF &= ABC + DE +(A+A')F + ABDF \\ &= ABC + DE + (1)F + ABDF \\ &= ABC + DE + F + ABDF \\ &= ABC + DE + (1 + ABD)F \\ &= ABC + DE+ F \end{split} \end{equation}