Which statement represents the inverse of the statement "If it is snowing, then Skeeter wears a sweater."?

If Skeeter wears a sweater, then it is snowing.

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If Skeeter does not wear a sweater, then it is not snowing.

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If it is not snowing, then Skeeter does not wear a sweater.

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If it is not snowing, then Skeeter wears a sweater.

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Solution

The correct option is C If it is not snowing, then Skeeter does not wear a sweater.
To find the inverse we need to negate the hypothesis and conclusion, and hence on negating it is snowing we get it is not snowing and on negating skeeter wears a sweater we get skeeter does not wear a sweater.
$C$

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