Hi-
I was assigned this problem for homework:
Using DeMorgan's theorem, express the function:
F= AB'C+A'C'+AB
a) with only OR and complement operations
b) with only AND and complement operations
I solved this problem and got the following answers:
Part a:
F=AB'C+A'C'+AB
F=(AB'C)'+(A'C')'+(AB)'
F=(A'+B+C')+(A+C)+(A'B')
Part b:
F=AB'C+A'C'+AB
F=(AB'C)'+(A'C')'+(AB)'
F=(A'.B.C').(A.C).(A'.B'.) (with the period being the AND function)
Should I have double negated these at the first line?
Are these answers correct or should I place a bar at the end of each parentheses thus negating everything inside of it once again?
I was assigned this problem for homework:
Using DeMorgan's theorem, express the function:
F= AB'C+A'C'+AB
a) with only OR and complement operations
b) with only AND and complement operations
I solved this problem and got the following answers:
Part a:
F=AB'C+A'C'+AB
F=(AB'C)'+(A'C')'+(AB)'
F=(A'+B+C')+(A+C)+(A'B')
Part b:
F=AB'C+A'C'+AB
F=(AB'C)'+(A'C')'+(AB)'
F=(A'.B.C').(A.C).(A'.B'.) (with the period being the AND function)
Should I have double negated these at the first line?
Are these answers correct or should I place a bar at the end of each parentheses thus negating everything inside of it once again?