The logical statement [ ( p∨q)∨(p∧r)]∧( q∧r) is equivalent to (a) ( p∧ q)∧r (b) p∨r (c) (p∧r)∧ q (d) (p∧ q)∨r

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The logical statement {[~{(~{p}{q})}{({p}{r})}]}{(~{q}{r})} is

Question

The logical statement $[(p \lor q) \lor (p \land r)] \land (q \land r)$ is equivalent to (a) $(p \land q) \land r$ (b) $p \lor r$ (c) $(p \land r) \land q$ (d) $(p \land q) \lor r$

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Elijah Discussed

The logical statement

[(p \lor q) \lor (p \land r)] \land (q \land r)

is equivalent to (a)

(p \land q) \land r

(b)

p \lor r

(c)

(p \land r) \land q

(d)

(p \land q) \lor r

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Question Text	The logical statement $[(p \lor q) \lor (p \land r)] \land (q \land r)$ is equivalent to (a) $(p \land q) \land r$ (b) $p \lor r$ (c) $(p \land r) \land q$ (d) $(p \land q) \lor r$
Answer Type	Video solution: 1
Upvotes	150