Question

To prove a conditional statement p → q true, we can prove that q is always true. This method is called a ______________.

Answer 1

The method of proving a conditional statement p → q true by proving that q is always true is called affirming the consequent.

Step-by-step explanation:

The method of proving a conditional statement p → q true by proving that q is always true is called affirming the consequent.

Here is an example:

1. If it is raining, then the ground is wet.
2. The ground is wet.
3. Therefore, it is raining.

In this example, we are affirming the consequent (the ground is wet), which allows us to conclude that it is raining.