The discussion revolves around simplifying a Boolean expression involving terms like ABC, AB', and A'BC. Participants are exploring the implications of multiplication in Boolean algebra and the simplification process.
Some participants have provided steps in the simplification process, noting that certain terms cancel out. There is an ongoing exploration of the implications of these cancellations, but no consensus has been reached on the final simplified form.
Participants are working under the constraints of Boolean algebra rules and are questioning the correctness of their simplifications and assumptions about the terms involved.
adnankhuram said:ABC + AB' . ( A' C') + A'BC
I am confused in AB' . ( A' C')
the multiplication would be AA'B'C' OR AA'C'+A'B'C'
adnankhuram said:Abc + ab' . ( a' c') + a'bc
abc + aa'b'c' + a'bc
abc + b'c' + a'bc ( aa' = 0)