“Determining the Inverse, Converse and Contrapositive statement

1.) Which of the following best describes the inverse of a conditional statement?

• A. If it is in the form of “If p, then q”.

• B. Both the hypothesis and conclusion are negated.

• C. The hypothesis and the conclusion are interchanged.

• D. The hypothesis and the conclusion of its converse are negated.

2.) Which of the following forms is a contrapositive of “If p, then q”?

• A. If p, then q.

• B. If q, then p.

• C. If not p, then not q.

• D. If not q, then not p.

Given the conditional statement “If the figure is a quadrilateral, then it is a four-sided polygon” , what is

"If a polygon is four-sided, then it is a quadrilateral."?

• Its Inverse

• Its Converse

• Its hypothesis

• Its Contrapositive

Given the conditional statement “If the figure is a quadrilateral, then it is a four-sided polygon” , what is

"If the figure is not a quadrilateral, then it is not a four-sided polygon."?

• Its Inverse

• Its Converse

• Its hypothesis

• Its Contrapositive

Given this CONTRAPOSITIVE statement, "If you do not pass in Mathematics, then you do not do your homework.", what do you think is the CONDITIONAL statement?

• A. If you do your homework, then you will pass in Mathematics.

• B. If you passed in Mathematics, then you did your homework.

• C. If you do not do your homework, then you will not pass in Mathematics.

• D. If you passed out in Mathematics, then you do not do your homework.