Logic diagram: inputs A and B go to an OR gate whose output is marked (1); (1) and input C go to an AND gate whose output is marked (2); (2) goes through a NOT gate whose output is marked (3); (3) and (1) go to a final OR gate whose output is F(A,B,C).
Answer
Answer
AI
Correct option: (iii)
Answer: (iii) $((A + B) \cdot C)'$
The AND gate (2) gives $(A+B) \cdot C$; the NOT gate makes point (3) its complement.
