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In an indirect proof, you prove an “if then” statement is true by assuming the statement is false (stating the converse or inverse), and then disproving the false statement. You want to prove the statement shown below in an indirect proof. What statement should you prove is false?

In an indirect proof you prove an if then statement is true by assuming the statement is false stating the converse or inverse and then disproving the false sta class=

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Answer:

If a figure has exactly three sides, then it is not triangle.

In order words, you need to prove that if there are not exactly three sides, then the figure cannot be a triangle.

This is the inverse statement.

The given statement stands for the inverse statement.

What is indirect proof?

An indirect proof also named a proof by contradiction, exists as a roundabout method of demonstrating that a theory stands true. When we utilize the indirect proof method, we take the negative of our theory to be true. In other words, we consider our theory false.

If a figure contains exactly three sides, then it stands not as a triangle.

In order words, you must demonstrate that if there are not exactly three sides, then the figure cannot be a triangle.

This stands for the inverse statement.

To learn more about indirect proof

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