What is the converse of the following statement? "if his shoes are clean, then he did not walk in the mud." if his shoes are not clean, then he walked in the mud. if his shoes are clean, then he walked in the mud. if he walked in the mud, then his shoes are not clean. if he did not walk in the mud, then his shoes are clean.

We have to find converse of the given statement "If his shoes are clean, then he did not walk in the mud."

Before that we need to know what is called converse.

Say if given statement is " If P then Q" then it's converse is given by "If Q then P".

So basically we just need to sqitch the two parts of statements as given in definition.

Hence final answer will be "If he did not walk in the mud then his shoes are clean."

what’s the question?

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step-by-step explanation:

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