The negation of the conditional statement ‘If it rains, I shall go to school’ is___.

It rains and I shall go to school

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It rains and I shall not go to school

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It does not rain and I shall go to school

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It does not rain and I shall not go to school

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Solution

The correct option is B
It rains and I shall not go to school

The negation of $p \Rightarrow q$ is $p \land \sim q$
Here, p: It rains
q: I shall go to school
$p \Rightarrow\sim q$ : It rains and I shall not go to school

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Negation of the statement 'if it rains, I shall go to school' is

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q \equiv

r \equiv

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