1.	Two golfers ended their game scoring 2 above par and 5 under par. Write two inequalities to represent their scores.
		A.	2 < 5 and 5 > 2	B.	2 < -5 and 5 > 2
		C.	2 > -5 and -5 < 2	D.	2 < 5 and -5 < 2
		Hint
	2.	Solve a = (-1)(-4)(-3).
		A.	12	B.	13
		C.	-8	D.	-12
		Hint
	3.	A model plane has a scale of 1:75. If the length of the model is 7 inches, how long is the real plane?
		A.	5.25 inches	B.	525 inches
		C.	52.5 inches	D.	5,250 inches
		Hint
	4.	A lakefront building that is 30 feet high casts a shadow on the water. How long is that shadow if a 16-foot high truck parked nearby casts an 8-foot shadow?
		A.	13 ft	B.	15 ft
		C.	12 ft	D.	9 ft
		Hint
	5.	Suppose you are in a building and your eyes are 1,000 feet above the ground. The distance you can see to the horizon is where h represents the height your eyes are from the ground in feet and d is the distance in miles. About how far can you see to the horizon if you estimate to the nearest whole number?
		A.	about 38 miles	B.	about 39 miles
		C.	about 36 miles	D.	about 37 miles
		Hint
	6.	Which set of numbers is a Pythagorean triple?
		A.	4-5-6	B.	1-1-2
		C.	7-9-10	D.	5-12-13
		Hint
	7.	Name the figure.
		A.	cone	B.	sphere
		C.	cylinder	D.	pyramid
		Hint
	8.	Find the surface area of the cylinder to the nearest tenth.
		A.	188.5 square meters	B.	263.9 square meters
		C.	527.8 square meters	D.	377.0 square meters
		Hint
	9.	How many different 3-card hands can be dealt from a standard deck of 52 cards?
		A.	11,050	B.	22,100
		C.	265,200	D.	132,600
		Hint
	10.	Find the value of x in rectangle ABCD if mA = 9x°.
		A.	x = 5	B.	x = 45
		C.	x = 10	D.	x = 90
		Hint
	11.	Solve h = .
		A.	h = 6	B.	h =
		C.	h = 3	D.	h =
		Hint
	12.	Kim is standing next to a tree. The tree has a shadow that is 3 m long. Kim, who is 1.3 m tall, has a shadow that is 0.8 m long. How tall is the tree?
		A.	1.846 m	B.	3.5 m
		C.	4.875 m	D.	3.972 m
		Hint
	13.	How much wrapping paper will be necessary to cover a gift box with dimensions of 8 inches by 12 inches by 3 inches?
		A.	156 in2	B.	264 in2
		C.	288 in2	D.	312 in2
		Hint
	14.	What is the surface area of a cylinder with a radius of 2 meters and a height of 700 centimeters?
		A.	about 50.3 m2
		B.	about 8,821.6 m2
		C.	about 4,404.5 m2
		D.	about 113.1 m2
		Hint
	15.	A team’s winning average is the number of wins divided by the number of games played. The basketball team at Madison Middle School has a winning average of about 0.727. If they played 11 games, how many games have they won?
		A.	8 games	B.	7 games
		C.	6 games	D.	9games
		Hint
	16.	Miguel hiked 3 miles due north and then 2 miles due east. How far is he from his starting point?
		A.	3.6 miles	B.	5 miles
		C.	4.1 miles	D.	2.2 miles
		Hint
	17.	The table compares the age of a cat to the age of a human. Find the rate of change in human years between a cat’s age of 1 and 6?
		A.	4 human years per year	B.	5 human years per year
		C.	5.7 human years per year	D.	4.5 human years per year
		Hint
	18.	45.9 is what percent of 54?
		A.	85%	B.	117%
		C.	92%	D.	79%
		Hint
	19.	Find the area of the shaded area if each square represents 5 square feet.
		A.	180 square feet	B.	60 square feet
		C.	150 square feet	D.	30 square feet
		Hint
	20.	Find the surface area of the cone. Round to the nearest tenth.
		A.	75.4 square meters	B.	47.1 square meters
		C.	28.3 square meters	D.	122.5 square meters
		Hint