I have an expression a'b'c + a'bc + ab'c + abc' in AND-OR and I need to write as OR-AND. Simply applying De Morgans doesnt work as it results in:
(a+b+c')(a+b'+c')(a'+b+c')(a'+b'+c)
The truth table for this is all 1. Should I pick a value and use the Distributive property and keep repeating?
I tried distributing out the original to get:
a'(b'c+bc) + a(b'c+bc')
a'(c(b'+b)) + a(b'c+bc')
a'(c(1)) + a(b'c+bc')
But thats as far as I have gotten at this point