Consider the following option(s) is/are NOT correct regarding Boolean expressions.
Note – This question is multiple select questions (MSQ).
(A) A + A’B + A’B’C + A’B’C’D = ABCD
(B) If f(A, B, C) = B⊕C, then f(A, B, C)’ = B☉C
(C) Dual of (A + B + C)(A’B’)’ = A’B’C’ + A + B
(D) None
Answer: (A) (C)
Explanation:
I. A + A'B + A'B'C + A'B'C'D = A + B + A'B'C + A'B'C'D = A + B + C + A'B'C'D' = A + B + C + D So, statement I is false. II. Complement of a XOR function is a XNOR function. So, statement II is true. III. Dual of (A + B + C)(A'B')' = ABC + (A' + B')' So, statement III is false.
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