Question

If the inverse of a conditional statement is true, which of the following must also be true?

Select one:
a. the original conditional statement
b. its converse
c. its contrapositive

Answer 1

Answer:Original Conditional: P → Q = If it is raining, then the driveway is wet. The inverse of a conditional negates both the hypothesis and the conclusion. Inverse: ∼ P → ∼ Q = If it is not raining, then the driveway is not wet.

Explanation: