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Nth Term of GP

The converse ...

Question

The converse of the contrapositive of the conditional statement $\sim p \to q$ is

p \to\sim q

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q \to p

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\sim q \to p

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p \to q

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Solution

The correct option is A $p \to\sim q$
$\sim p \to q$
Contrapositive : $\sim q \to\sim (\sim p) = \sim q \to p$
Converse : $p \to\sim q$

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