The converse of p- q is

The correct option is B q⇒ p Suppose conditional statement of the form #34;If p then q is given.The converse is #160; #160; #34;If ...

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Standard XII

Mathematics

Converse

The converse ...

Question

The converse of $p \Rightarrow q$ is

p \Rightarrow q

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q \Rightarrow p

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- p \Rightarrow - q

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- q \Rightarrow - p

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Solution

The correct option is B $q \Rightarrow p$
Suppose conditional statement of the form "If $p$ then $q$ is given.The converse is "If $p$ then $q$ .
of $p ⟹ q$ is $q ⟹ p$ is converse

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If $\frac{{(p + \frac{1}{q})}^{p - q} {(p - \frac{1}{q})}^{p + q}}{{(q + \frac{1}{p})}^{p - q} {(q - \frac{1}{p})}^{p + q}} = {(\frac{p}{q})}^{x}, then x =_________.$

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The converse of p⇒q is

The correct option is B q⇒pSuppose conditional statement of the form "If p then q is given.The converse is "If p then q.of p⟹q is q⟹p is converse

The converse of $p \Rightarrow q$ is

The correct option is B $q \Rightarrow p$
Suppose conditional statement of the form "If $p$ then $q$ is given.The converse is "If $p$ then $q$ .
of $p ⟹ q$ is $q ⟹ p$ is converse