Hey. So I have this one problem I can't seem to find the solution for.
Here is the Boolean function:

(A'B'C') + (A'BC) + (AB'C) + (ABC') + (ABC)

I have tried to simplify it and ended up with:

(A'((B'C') + (BC))) + (A((B'C) + B))

And now I'm stuck. Can someone help me please?

 

hilly,

Get up to speed with the Karnaugh map and you will be solve it quickly.

Ratch

 

note that all the terms r in the ideal form which contains all the domain ( ABC) thus, all you need now is to read about Karnough map (AB\C) in Floyd book named Fundamentals of digital.