1. What is the converse of the statement "If Jack does his homework, then Rose gets candy"?  A. Jack does his homework if and only if Rose gets candy.
B. Rose gets candy if and only if then Jack does his homework.
C. If Jack does not do his homework, then Rose does not get candy.
D. If Rose get candy, then Jack does his homework.

2. Which conditional statement is equivalent to the statement, “Two adjacent angles are congruent”?

A. If there are two adjacent angles then they are congruent.
B. If two adjacent angles are given, then they are not congruent.
C. If two angles are congruent then they are adjacent.
D. If two congruent angles are given, then they are adjacent.

3. What is the inverse of the statement “If two triangles are not similar, their corresponding angles are not congruent”?

A. If two triangles are similar; their corresponding angles are not congruent.
B. If two triangles are similar; their corresponding angles are congruent.
C. If corresponding angles of two triangles are congruent, the triangles are similar.
D. If corresponding angles of two triangles are not congruent, the triangles are not similar.

4. What is the contrapositive of the statement, “If a polygon has ten sides, then it is a decagon”?

A. If a polygon does not have ten sides, then it is not a decagon.
B. If a polygon is a decagon, then it has ten sides.
C. If a polygon is not a decagon, then it doesn’t have ten sides.
D. If a polygon is not a decagon then it has ten sides.

5. What is the converse of the statement? “If it is summer, then it is hot outside.”

A. If it is hot outside, it is not summer.
B. If it is hot outside, then it is summer.
C. If it is not summer, then it is not hot outside.
D. If it is not hot outside, then it is not summer.