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Which of the following negates both the hypothesis and the conclusion?

Biconditional
Counterexample
Converse
Inverse

User Aashish Upadhyay
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Answer: Inverse

Step-by-step explanation: Inverse Statements: The inverse of a conditional statement is found by negating the hypothesis and the conclusion. That means you will write the opposite for both parts of the conditional statement.

Example: statement: If two angles are vertical angles, then they are congruent.

Inverse: If two angles are not vertical angles, then they are not congruent. This is not valid.

User JRun
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