Geometry 2-2

Contropositive

Formed by negating both the hypothesis and conclusion of the converse; ex: If you do not need to do your homework then you do not want to pass the class

Inverse

Negating both the hypothesis and conclusion of a conditional statement; ex: If you do not want to pass the class then you must not do your homework

"If...then" statement

P then Q; ex: If you would like to pass the class then you must do your homework

Conditional statement

Statement that can be written in "If...then" format

Logically equivalent

Statement with the same truth value

Converse

Switching the placement of the hypothesis and conclusion in a conditional statement; ex: If you do your homework then you will pass the class

Hypothesis

The words following "If" and before "then" in a conditional statement; ex: You would like to pass the class

Conclusion

The words following "then" in a conditional statement; ex you must do your homework