If truth value of p is T - q is F - then truth values of p - q and q - p - - p are respectively N-A

The correct option is A F , F Truth table #160;p #160;q #160; (p → q) #160; ∼ p ∼ p ∨ q #160; q → p #160; q → p ∨ #1 ...

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Intersection of Sets

If truth valu...

Question

If truth value of $p$ is $T$ , $q$ is $F$ , then truth values of $(p \to q)$ and $(q \to p) \lor (\sim p)$ are respectively N/A

F, F

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F, T

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T, F

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T, T

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p	q	$(p \to q)$	$\sim p$	$\sim p \lor q$	$q \to p$	$q \to p \lor \sim p$
T	F	F	F	F	T	T