The converse statement of the conditional statement is "If the shoes are new, then the shoes are clean"
The conditional statement is given as:
"If the shoes are clean, then the shoes are new."
The converse of the conditional statement is such that:
The hypothesis and the conclusion are switched
So, we have the converse statement to be:
"If the shoes are new, then the shoes are clean"
Hence, the converse statement of the conditional statement is
"If the shoes are new, then the shoes are clean"
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Here are the options for this question.
If the shoes are not clean, then the shoes are not new.
If the shoes are clean, then the shoes are not new.
If the shoes are not new, then the shoes are not clean.
If the shoes are new, then the shoes are clean.
Your answer is D, If the shoes are new, then the shoes are clean.
A converse to a statement is swapping the hypothesis and conclusion.
Hope that helps!
