1.	The expression 5(7 + 2) = 5(7) + 5(2) is an example of the
		A.	Associative Property of Multiplication.
		B.	Distributive Property.
		C.	Commutative Property of Addition.
		D.	Commutative Property of Multiplication.
		Hint
	2.	Simplify the expression b + 14b.
		A.	14b	B.	13b
		C.	14b2	D.	15b
		Hint
	3.	Which number should be added to each side of the equation x - 7 = -23 to find the solution?
		A.	-7	B.	7
		C.	23	D.	-23
		Hint
	4.	Choose the equation whose solution is graphed.
		A.	g + 25 = -27
		B.	g - 25 = 27
		C.	g + 27 = 25
		D.	g - 27 = -25
		Hint
	5.	What is the area of the rectangle below?
		A.	50 ft2	B.	300 ft2
		C.	150 ft2	D.	1500 ft2
		Hint
	6.	Find the value of x in the equation .
		A.	-10	B.	-30
		C.	6	D.	14
		Hint
	7.	The sum of twice a number and 8 is 33. Write an equation and then solve for the number.
		A.	2(8) + t = 33; 17
		B.	2t + 33 = 8; -12.5
		C.	2t = 33; 16.5
		D.	2t + 8 = 33; 12.5
		Hint
	8.	Simplify (v + 6)3.
		A.	3v + 63	B.	3v + 18
		C.	3v + 6	D.	v + 18
		Hint
	9.	Simplify 2n + 6(n – 7).
		A.	8n – 42	B.	15n
		C.	8n – 7	D.	n
		Hint
	10.	Solve
		A.	p = -176	B.	p = 176
		C.	p = 5	D.	p = -5
		Hint
	11.	Tickets to the school play sold for $5.00 each. How may tickets were sold if the school earned $1,375.00 in ticket sales?
		A.	75 tickets	B.	275 tickets
		C.	337 tickets	D.	6,875 tickets
		Hint
	12.	Solve 7 – 3x = 40.
		A.	x = 11	B.	x = -4
		C.	x = -11	D.	x = 4
		Hint
	13.	Translate the following into an equation: 10 more than three times a number is 100.
		A.	3n – 10 = 100	B.	10 – 3n = 100
		C.	3n + 10 = 100	D.	100 + 10 = 3n
		Hint
	14.	The perimeter of the rectangle shown is 62 cm. Find its length.
		A.	36 cm	B.	49 cm
		C.	18 cm	D.	44 cm
		Hint