If \( \) and \( \) denote the exclusive... - Solved

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Question 33

Computer Awareness Boolean algebra Easy

If \( \oplus \) and \( \odot \) denote the exclusive OR and exclusive NOR operations, respectively, then which one of the following is not correct?

(A) \( \overline{P \oplus Q}=P \odot Q \)

(B) \( \bar{P} \oplus Q=P \odot Q \)

(C) \( \bar{P} \oplus \bar{Q}=\bar{P} \oplus Q \)

(D) \( (P \oplus \bar{P})+Q=(P \odot \bar{P}) \odot \bar{Q} \)

✓ Correct Answer: Option D Verified Solution

Correct Option is D. Practice regular variations of this Boolean algebra concept to build speed and accuracy.

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