1.	Write another form of the following statement. If a closed figure has exactly 3 vertices, then it is a triangle.
		A.	If a triangle has exactly 3 vertices, then it is a closed figure.	B.	A triangle is a closed figure if it has exactly 3 vertices.
		C.	If a figure is closed, then it is a triangle with exactly 3 vertices.	D.	A closed figure is a triangle if it has exactly 3 vertices.
		Hint
	2.	In the statement ''If it is sunny Thursday, we will go to a ball game,'' the phrase ''we will go to a ball game'' is the ________
		A.	conclusion.	B.	converse.
		C.	conditional statement.	D.	hypothesis.
		Hint
	3.	An ''if-then statement is'' also called a ________
		A.	converse statement.	B.	conclusion statement.
		C.	hypothesis statement.	D.	conditional statement.
		Hint
	4.	Determine if the conditional statement and its converse are true. ''If a figure has five angles, then it is a pentagon.''
		A.	Neither are true
		B.	Conditional only
		C.	Both are true
		D.	Converse only
		Hint
	5.	What is the inverse of the following statement, ''If a figure is closed, then it is a polygon'' ?
		A.	''If a figure is closed, then it is not a polygon''
		B.	''If a figure is not closed, then it is a polygon''
		C.	''If a figure is not a polygon, then it is not closed''
		D.	''If a figure is not closed, then it is not a polygon''
		Hint