Question

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What is the inverse of the statement below?

[if the perimeter of a square is 20cm, then its area is 25cm2.]

A) if the perimeter of a square is not 20cm, then its area is not 25cm2

B) if the perimeter of a square is not 20cm, then its area is 25cm2.

C) if the area of a square is not 25cm2, then its perimeter is not 20cm.

D) if the area of a square is 25cm2, then its perimeter is 20cm.

Answer 1

A

Explanation:

The inverse of a statement is the negation of both the hypothesis and conclusion. This means that both parts of the statement gets a not.

If the perimeter of a square is NOT 20cm, then its area is NOT 25cm2.