Question

Read the following statements:

Statement 1: If it has exactly two sides, then it is a polygon.
Statement 2: If it is not a polygon, then it does not have exactly two sides.

Are the two statements logically equivalent?

Answer 1

Answer: No, they are both false

Step-by-step explanation:

Answer 2

The given statements are not logically equivalent and they are also wrong statements.

What is a polygon ?

A polygon is a plane figure which has at least three sides.The end points of the lines form a vertex and have interior angles.

According to the given statements  If it has exactly two sides, then it is a polygon is not correct statement because a polygon must have at least three sides to be a polygon.A triangle is a polygon.

If it is not a polygon, then it does not have exactly two side is an incorrect statement.The correct statement is if it's not a polygon it has at most two sides.

learn more about polygons here :

https://brainly.com/question/24464711

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