NAEP NQT v3.0 -- Print Output

Additional Materials (1)

Additional Materials (2)

Additional Materials (3)

Additional Materials (4)

Additional Materials (5)

Question 1 refers to Additional Materials (1)

$angles 1, 2, 3, and 4$
1.	Which of the following lists the angles shown above in order of measure from smallest to largest?

	A)	1, 2, 3, 4
	B)	2, 3, 4, 1
	C)	3, 2, 1, 4
	D)	3, 1, 4, 2
	E)	4, 2, 1, 3

2.	Ravi has more tapes than magazines. He has fewer tapes than books. Which of the following lists these items from the greatest in number to the least in number?

	A)	Books, magazines, tapes
	B)	Books, tapes, magazines
	C)	Magazines, books, tapes
	D)	Tapes, magazines, books

3.	Amanda wants to paint each face of a cube a different color. How many colors will she need?

	A)	Three
	B)	Four
	C)	Six
	D)	Eight

4.	Which piece of information is NOT needed to solve the problem below? You do not have to solve the problem. Carlos is planning to buy food for his 2 dogs. The food he buys must last for 4 weeks. Each dog eats 1 can of dog food and 3 dog biscuits every day. How many cans of dog food does Carlos need to buy?

	A)	Carlos has 2 dogs.
	B)	The food must last 4 weeks.
	C)	Each dog eats 1 can of dog food every day.
	D)	Each dog eats 3 biscuits every day.

5.	In the equation y = 4x if the value of x is increased by 2, what is the effect on the value of y ?

	A)	It is 8 more than the original amount.
	B)	It is 6 more than the original amount.
	C)	It is 2 more than the original amount.
	D)	It is 16 times the original amount.
	E)	It is 8 times the original amount.

$graph of curve$
6.	On the curve above, what is the best estimate of the value of x when y = 0?

	A)	$-2.0$
	B)	1.1
	C)	1.4
	D)	1.7
	E)	1.9

$addition pattern$
7.	According to the pattern suggested by the four examples above, how many consecutive odd integers are required to give a sum of 144 ?

	A)	9
	B)	12
	C)	15
	D)	36
	E)	72

$grid$
8.	If the points Q, R, and S shown above are three of the vertices of rectangle QRST, which of the following are the coordinates of T (not shown) ?

	A)	(4, -3)
	B)	(3, -2)
	C)	(-3, 4)
	D)	(-3, -2)
	E)	(-2, -3)

9.	A certain 4-sided figure has the following properties. Only one pair of opposite sides are parallel. Only one pair of opposite sides are equal in length. The parallel sides are not equal in length. Which of the following must be true about the sides that are equal in length?

	A)	They are perpendicular to each other.
	B)	They are each perpendicular to an adjacent side.
	C)	They are equal in length to one of the other two sides.
	D)	They are not equal in length to either of the other two sides.
	E)	They are not parallel.

$Map of distances between various locations in a state park.$
10.	The map above gives the distances, in miles, between various locations in a state park. Traveling the shortest possible total distance along the paths shown on the map, from the visitor center Teresa visits the cave, waterfall, and monument, but not necessarily in that order, and then returns to the visitor center. If she does not retrace her steps along any path and the total distance that Teresa travels is 14.7 miles, what is the distance between the cave and the monument?

	A)	2.2 miles
	B)	2.5 miles
	C)	2.7 miles
	D)	3.0 miles
	E)	3.2 miles

11.	The mean distance from Venus to the Sun is 1.08 x 10⁸ kilometers. Which of the following quantities is equal to this distance?

	A)	10,800,000 kilometers
	B)	108,000,000 kilometers
	C)	1,080,000,000 kilometers
	D)	10,800,000,000 kilometers
	E)	108,000,000,000 kilometers

12.	There were 90 employees in a company last year. This year the number of employees increased by 10 percent. How many employees are in the company this year?

	A)	9
	B)	81
	C)	91
	D)	99
	E)	100

Question 13 refers to Additional Materials (5)

$cylinder, cone, cylinder, sphere$
13.	Which of these shapes are cylinders?

	A)	1 and 2
	B)	1 and 3
	C)	2 and 4
	D)	3 and 4

Question 14 refers to Additional Materials (5)

$five figures in a pattern with the fourth figure missing$
14.	Which of the figures below should be the fourth figure in the pattern shown above?

	A)	$figure A$
	B)	$figure B$
	C)	$figure C$
	D)	$figure D$

Question 15 refers to Additional Materials (5)

$obtuse triangle$
15.	How many of the angles in this triangle are smaller than a right angle?

	A)	None
	B)	One
	C)	Two
	D)	Three

Question 16 refers to Additional Materials (5)

$shaded figure on a grid$
16.	What is the area of the shaded figure?

	A)	9 square centimeters
	B)	11 square centimeters
	C)	13 square centimeters
	D)	14 square centimeters

Question 17 refers to Additional Materials (5)

17.	Alba needed to know about how much the sum of 19.6, 23.8, and 38.4 is. She correctly rounded each of these numbers to the nearest whole number. What three numbers did she use?

	A)	19, 23, 38
	B)	19, 24, 38
	C)	20, 24, 38
	D)	20, 24, 39

Question 18 refers to Additional Materials (3), and Additional Materials (5)

The following question refers to the additional materials you have been given. Please remove the materials from your packet and put them on your desk.
18.	You will need only two of the tiles to answer this question. When the two tiles are partially overlapped, different geometric figures are formed by the overlapping parts. One example is shown below. Which of the following figures cannot be formed by the overlapping parts of the two tiles? $example of 2 tiles overlapping$

	A)	Triangle
	B)	Rectangle
	C)	Square
	D)	Five-sided figure
	E)	Nine-sided figure

Question 19 refers to Additional Materials (5)

19.	Each of the 6 faces of a certain cube is labeled either R or S. When the cube is tossed, the probability of the cube landing with an R face up is $1/3$ . How many faces are labeled R ?

	A)	Five
	B)	Four
	C)	Three
	D)	Two
	E)	One

20.	What is 4 hundredths written in decimal notation?

	A)	0.004
	B)	0.04
	C)	0.400
	D)	4.00
	E)	400.0

21.	A rectangular playground has a perimeter of 390 feet. The width of the playground is 75 feet. What is its length?

	A)	5.2 feet
	B)	97.5 feet
	C)	120 feet
	D)	130 feet
	E)	240 feet

22.	Which of the following is equal to 6(x + 6) ?

	A)	$x+12$
	B)	$6x+6$
	C)	$6x+12$
	D)	$6x+36$
	E)	$6x+66$

$thermometer$
23.	What temperature would be 15° F more than the temperature shown on the thermometer above?


	A)	-20° F
	B)	-10° F
	C)	10° F
	D)	15° F
	E)	20° F

24.	The prices of gasoline in a certain region are $1.41, $1.36, $1.57, and $1.45 per gallon. What is the median price per gallon for gasoline in this region?

	A)	$1.41
	B)	$1.43
	C)	$1.44
	D)	$1.45
	E)	$1.47

$pie graph of elements that make up the earth's crust$
25.	According to the graph above, which element forms the second greatest portion of the earth's crust?


	A)	Oxygen
	B)	Silicon
	C)	Aluminum
	D)	Iron
	E)	Calcium

26.	The endpoints of a line segment are the points with coordinates (2, 1) and (8, 9). What are the coordinates of the midpoint of this line segment?

	A)	(2, 3½)
	B)	(3, 4)
	C)	(5, 5)
	D)	(4½, 5½)
	E)	(10, 10)

27.	Which of the graphs below is the set of all whole numbers less than 5?

	A)	$graph 1$
	B)	$graph 2$
	C)	$graph 3$
	D)	$graph 4$
	E)	$graph 5$

28.	Ms. Thierry and 3 friends ate dinner at a restaurant. The bill was $67. In addition, they left a $13 tip. Approximately what percent of the total bill did they leave as a tip?

	A)	10%
	B)	13%
	C)	15%
	D)	20%
	E)	25%

$number line$
29.	What number is represented by point A on the number line above?

	A)	0.0010
	B)	0.0054
	C)	0.0055
	D)	0.006
	E)	0.055

1, 9, 25, 49, 81, ...
30.	The same rule is applied to each number in the pattern above. What is the 6th number in the pattern?

	A)	40
	B)	100
	C)	121
	D)	144
	E)	169

$map$
31.	The map above shows eight of the counties in a state. The largest city in the state can be found at location B-3. In which county could this city lie?

	A)	Adams or Carlton
	B)	Adams or Smith
	C)	Carlton or Elm
	D)	Dade or Polk
	E)	Polk or Smith

32.	One of the acute angles in a right triangle measures 28 degrees. What is the measure, in degrees, of the other acute angle?

	A)	17°
	B)	28°
	C)	62°
	D)	90°
	E)	152°

$triangular prism$
33.	Which of the following can be folded to form the prism above?

	A)	$prism layout 1$
	B)	$prism layout 2$
	C)	$prism layout 3$
	D)	$prism layout 4$
	E)	$prism layout 5$

x	y
0	-1
1	2
2	5
3	8
10	29

34.

Which of the following equations represents the relationship between x and y shown in the table above?

y = x² + 1

y = x + 1

y = 3x - 1

y = x² - 3

y = 3x² - 1

35.

Add:

	238
+	462

600

690

700

790

36.	Which shows 3/4 of the picture shaded?

	A)
	B)
	C)
	D)

$Stimulus Image$
37.	The pie chart above shows the portion of time Pat spent on homework in each subject last week. If Pat spent 2 hours on mathematics, about how many hours did Pat spend on homework altogether?

	A)	4
	B)	8
	C)	12
	D)	16

$Stimulus Image$
38.	In the figure above, which object is heaviest?

	A)	The metal ball
	B)	The sandwich
	C)	The bag of potato chips
	D)	The puppy

$Stimulus Image$
39.	The figure above is shaded on the top side and white on the under side. If the figure were flipped over, its white side could look like which of the following figures?

	A)
	B)
	C)
	D)

40.	How much change will John get back from $5.00 if he buys 2 notebooks that cost $1.80 each?

	A)	$1.40
	B)	$2.40
	C)	$3.20
	D)	$3.60

41.	Carla has 12 boxes that each weigh the same amount. What would be a quick way for her to find the total weight of the 12 boxes?

	A)	Add 12 to the weight of one of the boxes.
	B)	Subtract 12 from the weight of one of the boxes.
	C)	Divide the weight of one of the boxes by 12.
	D)	Multiply the weight of one of the boxes by 12.

42.	The perimeter of a square is 36 inches. What is the length of one side of the square?

	A)	4 inches
	B)	6 inches
	C)	9 inches
	D)	18 inches

43.	Six students bought exactly enough pens to share equally among themselves. Which of the following could be the number of pens they bought?

	A)	46
	B)	48
	C)	50
	D)	52

44.	Carl has 3 empty egg cartons and 34 eggs. If each carton holds 12 eggs, how many more eggs are needed to fill all 3 cartons?

	A)	2
	B)	3
	C)	4
	D)	6

$Stimulus Image$
45.	The objects on the scale above make it balance exactly. According to this scale, if balances , then balances which of the following?

	A)
	B)
	C)
	D)

46.	Which of the following could NOT be folded into a cube?

	A)
	B)
	C)
	D)

47.	Alan says that if a figure has four sides, it must be a rectangle. Gina does not agree. Which of the following figures shows that Gina is correct?

	A)
	B)
	C)
	D)

48.	Jim has 3/4 of a yard of string which he wishes to divide into pieces, each 1/8 of a yard long. How many pieces will he have?

	A)	3
	B)	4
	C)	6
	D)	8

$Stimulus Image$
49.	On the road shown above, the distance from Bay City to Exton is 60 miles. What is the distance from Bay City to Yardville?

	A)	45 miles
	B)	75 miles
	C)	90 miles
	D)	105 miles

50.	What are all the whole numbers that make 8 - > 3 true?

	A)	0, 1, 2, 3, 4, 5
	B)	0, 1, 2, 3, 4
	C)	0, 1, 2
	D)	5

51.	Length can be measured to within 0.05 centimeter accuracy by using a certain type of measuring instrument. A reading of 3.7 centimeters on this instrument means that the actual length is at least

	A)	3.20 centimeters
	B)	3.65 centimeters
	C)	3.69 centimeters
	D)	3.70 centimeters
	E)	3.75 centimeters

52.	A triangle that has sides with lengths 6, 6, and 10 is called

	A)	acute
	B)	right
	C)	scalene
	D)	isosceles
	E)	equilateral

$Stimulus Image$
53.	In the figure above, if ABCD is a square, then the coordinates of vertex C are

	A)	(4,5)
	B)	(3,-4)
	C)	(3,-2)
	D)	(5,-4)
	E)	(5,-2)

54.

x	y
0	-3
1	-1
2	1

Which of the following equations is true for the three pairs of x and y values in the table above?

3x + 2 = y

3x - 2 = y

2x + 3 = y

2x - 3 = y

x - 3 = y

55.	4, 8, 3, 2, 5, 8, 12 What is the median of the numbers above?

	A)	4
	B)	5
	C)	6
	D)	7
	E)	8

1 mile = 5,280 feet
56.	How many feet are in 15 miles?

	A)	352
	B)	35,200
	C)	79,200
	D)	84,480
	E)	89,760

Did you use the calculator on this question?

57.	The Breakfast Barn bought 135 dozen eggs at $0.89 per dozen. What was the total cost of the eggs?

	A)	$116.75
	B)	$120.15
	C)	$135.89
	D)	$151.69

Did you use the calculator on this question?

$Stimulus Image$
58.	What is the value of x in the triangle above?

	A)	65°
	B)	82°
	C)	90°
	D)	92°
	E)	98°

Did you use the calculator on this question?

$Stimulus Image$
59.	Which of the following numerical expressions gives the area of the rectangle above?

	A)	4 × 6
	B)	4 + 6
	C)	2(4 × 6)
	D)	2(4 + 6)
	E)	4 + 6 + 4 + 6

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$Stimulus Image$
60.	When the rectangle above is folded along the dotted line, point P will touch which of the lettered points?

	A)	A
	B)	B
	C)	C
	D)	D
	E)	E

Did you use the calculator on this question?

$Stimulus Image$
61.	According to the graph above, how many times did the yearly increase of the price of a hamburger exceed 10 cents?

	A)	None
	B)	One
	C)	Two
	D)	Three
	E)	Four

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62.	Fifteen boxes each containing 8 radios can be repacked in 10 larger boxes each containing how many radios?

	A)	8
	B)	10
	C)	12
	D)	80
	E)	120

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$Stimulus Image$
63.	In the figure above, WXYZ is a parallelogram. Which of the following is NOT necessarily true?

	A)	Side WX is parallel to side ZY.
	B)	Side XY is parallel to side WZ.
	C)	The measures of angles W and Y are equal.
	D)	The lengths of sides WX and ZY are equal.
	E)	The lengths of sides WX and XY are equal.

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64.	Consider the statement "If n is an even number, then n is two times an odd number." For which of the following values of n is the statement FALSE?

	A)	2
	B)	6
	C)	8
	D)	10
	E)	14

Did you use the calculator on this question?

Term	1	2	3	4
Fraction	1/2	2/3	3/4	4/5

65.

If the list of fractions above continues in the same pattern, which term will be equal to 0.95?

The 100th

The 95th

The 20th

The 19th

The 15th

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$Stimulus Image$
66.	There are 1,200 students enrolled in Adams Middle School. According to the graph above, how many of these students participate in sports?

	A)	380
	B)	456
	C)	760
	D)	820
	E)	1,162

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67.	The diameter of a red blood cell, in inches, is 3 × 10^-4. This expression is the same as which of the following numbers?

	A)	0.00003
	B)	0.0003
	C)	0.003
	D)	3,000
	E)	30,000

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68.	Tetsu rides his bicycle x miles the first day, y miles the second day, and z miles the third day. Which of the following expressions represents the average number of miles per day that Tetsu travels?

	A)	x + y + z
	B)	xyz
	C)	3(x + y + z)
	D)	3(xyz)
	E)	(x + y + z)/3

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69.	If 3 + w = b, then w =

	A)	b/3
	B)	b× 3
	C)	b + 3
	D)	3 - b
	E)	b - 3

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70.	If the value of the expression x + 2 is less than 12, which of the following could be a value of x?

	A)	16
	B)	14
	C)	12
	D)	10
	E)	8

POPULATION

Clear Lake	8,000
Rancho Santa Fe	4,000
Bull Shoals	1,500
Beaver City	750
Jeffersonville	500

71.

A pictogram of the data above is to be drawn using

as the symbol that represents 500 people. How many

would it take to represent the population of Rancho Santa Fe?

4,000

72.

Gloria's diving scores from a recent competition are represented in the stem-and-leaf plot shown below. In this plot, 3 | 4 would be read as 3.4.

5	2 5
6	1
7	7
8	0 2

What was her lowest score for this competition?

0.02

1.0

2.5

5.2

8.0

$Stimulus Image$
73.	In the triangle, what is the degree measure of

	A)	45
	B)	100
	C)	110
	D)	135
	E)	160

74.	Which of the following ratios is equivalent to the ratio of 6 to 4?

	A)	12 to 18
	B)	12 to 8
	C)	8 to 6
	D)	4 to 6
	E)	2 to 3

75.	In a coordinate plane, the points (2,4) and (3,-1) are on a line. Which of the following must be true?

	A)	The line crosses the x-axis.
	B)	The line passes through (0,0).
	C)	The line stays above the x-axis at all times.
	D)	The line rises from the lower left to the upper right.
	E)	The line is parallel to the y-axis.

76.	3 + 15 ÷ 3 - 4 × 2 =

	A)	-9
	B)	-2
	C)	0
	D)	4
	E)	5

77.	The cruise ship Titanic was 882 feet long. Which of the following is closest to that length?

	A)	Two moving-van lengths
	B)	Fifty car lengths
	C)	One hundred skateboard lengths
	D)	Five hundred school-bus lengths
	E)	One thousand bicycle lengths

78.	If n represents an even number greater than 2, what is the next larger even number?

	A)	n + 1
	B)	2n + 1
	C)	2n
	D)	n + 2
	E)	n²

$Stimulus Image$
79.	Allen, Bridgitte, Chaz, and Diann each live in a different house on the same side of a street. The houses and their numbers are shown above. Only one of the other three people lives next to Bridgitte. Chaz lives next to Bridgitte and next to Diann. Which person could live in house number 2?

	A)	Allen only
	B)	Chaz only
	C)	Diann only
	D)	Chaz or Diann
	E)	Any of these four people could live in house number 2.

80.	Which of the following numbers, when rounded to the nearest thousand, becomes 27,000?

	A)	26,099
	B)	26,490
	C)	27,381
	D)	27,550
	E)	27,640

$Stimulus Image$
81.	In the figure above, what fraction of rectangle ABCD is shaded?

	A)
	B)
	C)
	D)
	E)

82.	(-5)(-7) =

	A)	-35
	B)	-12
	C)	-2
	D)	12
	E)	35

83.	Of the following, which is the closest approximation of a 15 percent tip on a restaurant check of $24.99?

	A)	$2.50
	B)	$3.00
	C)	$3.75
	D)	$4.50
	E)	$5.00

84.	A poll is being taken at Baker Junior High School to determine whether to change the school mascot. Which of the following would be the best place to find a sample of students to interview that would be most representative of the entire student body?

	A)	An algebra class
	B)	The cafeteria
	C)	The guidance office
	D)	A French class
	E)	The faculty room

$Stimulus Image$
85.	The following steps are used to read the electric meter shown above. (1) On each dial, the pointer moves in the direction of the arrow for that dial. (2) On each dial, the number that the pointer has just passed is that dial's reading. (3) To obtain the meter reading, the dials are read from left to right. What is the reading on the meter?

	A)	2,975 kwh
	B)	3,086 kwh
	C)	5,792 kwh
	D)	5,803 kwh
	E)	6,803 kwh

86.	Which of the following ordered pairs (x, y) is a solution to the equation 2x - 3y = 6?

	A)	(6, 3)
	B)	(3, 0)
	C)	(3, 2)
	D)	(2, 3)
	E)	(0, 3)

87.	A plumber charges customers $48 for each hour worked plus an additional $9 for travel. If h represents the number of hours worked, which of the following expressions could be used to calculate the plumber's total charge in dollars?

	A)	48 + 9 + h
	B)	48 x 9 x h
	C)	48 + (9 x h)
	D)	(48 x 9) + h
	E)	(48 x h) + 9

88.	Anita is making bags of treats for her sister's birthday party. She divides 65 pieces of candy equally among 15 bags so that each bag contains as many pieces as possible. How many pieces will she have left?

	A)	33
	B)	5
	C)	4
	D)	3
	E)	0.33

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89.	Of the following, which is the best unit to use when measuring the growth of a plant every other day during a 2-week period?

	A)	Centimeter
	B)	Meter
	C)	Kilometer
	D)	Foot
	E)	Yard

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90.	If each of the counting numbers from 1 through 10 is multiplied by 13, how many of the resulting numbers will be even?

	A)	One
	B)	Four
	C)	Five
	D)	Six
	E)	Ten

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91.	A car odometer registered 41,256.9 miles when a highway sign warned of a detour 1,200 feet ahead. What will the odometer read when the car reaches the detour? (5, 280 feet = 1 mile)

	A)	42,456.9
	B)	41,279.9
	C)	41,261.3
	D)	41,259.2
	E)	41,257.1

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$Stimulus Image$
92.	If the string does not cost anything, how much does the necklace above cost?

	A)	10¢
	B)	24¢
	C)	28¢
	D)	34¢

$Stimulus Image$
93.	Carol wanted to estimate the distance from A to D along the path shown on the map above. She correctly rounded each of the given distances to the nearest mile and then added them. Which of the following sums could be hers?

	A)	4 + 6 + 5 = 15
	B)	5 + 6 + 5 = 16
	C)	5 + 6 + 6 = 17
	D)	5 + 7 + 6 = 18

$Stimulus Image$
94.	In the pattern above, which figure would be next?

	A)
	B)
	C)
	D)

95.	There are 50 hamburgers to serve 38 children. If each child is to have at least one hamburger, at most how many of the children can have more than one?

	A)	6
	B)	12
	C)	26
	D)	38

96.	If $box$ represents the number of newspapers that Lee delivers each day, which of the following represents the total number of newspapers that Lee delivers in 5 days?

	A)
	B)
	C)
	D)

$Stimulus Image$
97.	The weights of three objects were compared using a pan balance. Two comparisons were made as shown in the figure above. Which object is the heaviest?

	A)	A
	B)	B
	C)	C
	D)	Not enough information is given.

$Stimulus Image$
98.	Chen had $10 to buy a model plane, glue, and paint as shown above. At which of the following times could an estimate have been used instead of exact numbers?

	A)	When Chen tried to decide whether or not he had enough money tobuy the plane, glue, and paint
	B)	When the clerk entered each amount into the cash register
	C)	When the clerk told Chen how much he owed
	D)	When Chen counted his change

99.	By how much would 217 be increased if the digit 1 were replaced by a digit 5?

	A)	4
	B)	40
	C)	44
	D)	400

100.	Christy has 88 photographs to put in her album. If 9 photographs will fit on each page, how many pages will she need?

	A)	8
	B)	9
	C)	10
	D)	11

$Stimulus Image$
101.	The squares in the figure above represent the faces of a cube which has been cut along some edges and flattened. When the original cube was resting on face X, which face was on top?

	A)	A
	B)	B
	C)	C
	D)	D

Puppy's Age	Puppy's Weight
1 month	10 lbs.
2 months	15 lbs.
3 months	19 lbs.
4 months	22 lbs.
5 months	?

102.

John records the weight of his puppy every month in a chart like the one shown above. If the pattern of the puppy's weight gain continues, how many pounds will the puppy weigh at 5 months?

103.	In a bag of marbles, 1/2 are red, 1/4 are blue, 1/6 are green, and 1/12 are yellow. If a marble is taken from the bag without looking, it is most likely to be

	A)	red
	B)	blue
	C)	green
	D)	yellow

104.	A rectangular carpet is 9 feet long and 6 feet wide. What is the area of the carpet in square feet?

	A)	15
	B)	27
	C)	30
	D)	54

105.	From a shipment of 500 batteries, a sample of 25 was selected at random and tested. If 2 batteries in the sample were found to be dead, how many dead batteries would be expected in the entire shipment?

	A)	10
	B)	20
	C)	30
	D)	40
	E)	50

$Stimulus Image$
106.	The total distances covered by two runners during the first 28 minutes of a race are shown in the graph above. How long after the start of the race did one runner pass the other?

	A)	3 minutes
	B)	8 minutes
	C)	12 minutes
	D)	14 minutes
	E)	28 minutes

107.	Of the following, which is closest in value to 0.52?

	A)	1/50
	B)	1/5
	C)	1/4
	D)	1/3
	E)	1/2

108.	503 - 207 =

	A)	206
	B)	296
	C)	304
	D)	396

$Stimulus Image$
109.	The graph above shows how many of the 32 children in Mr. Rivera's class are 8, 9, 10, and 11 years old. Which of the following is true?

	A)	Most are younger than 9.
	B)	Most are younger than 10.
	C)	Most are 9 or older.
	D)	None of the above is true.

$Stimulus Image$
110.	A sheet of paper is folded once and a piece is cut out as shown above. Which of the following looks like the unfolded paper?

	A)
	B)
	C)
	D)

111.	What number is four hundred five and three-tenths?

	A)	45.3
	B)	405.3
	C)	453
	D)	4,005.3

112.	If 1 1/3 cups of flour are needed for a batch of cookies, how many cups of flour will be needed for 3 batches?

	A)	4 1/3
	B)	4
	C)	3
	D)	2 2/3

$Stimulus Image$
113.	Children's pictures are to be hung in a line as shown in the figure above. Pictures that are hung next to each other share a tack. How many tacks are needed to hang 28 pictures in this way?

	A)	27
	B)	28
	C)	29
	D)	56

114.	If k can be replaced by any number, how many different values can the expression k + 6 have?

	A)	None
	B)	One
	C)	Six
	D)	Seven
	E)	Infinitely many

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42, 51, 49, 58, 56, . . .
115.	If the pattern in the list above continues, what will be the next number after 56?

	A)	54
	B)	63
	C)	64
	D)	65
	E)	67

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116.	What is the difference between the smallest positive 3-digit number and the largest positive 2-digit number?

	A)	l
	B)	9
	C)	10
	D)	90
	E)	900

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$Stimulus Image$
117.	The entire circle shown above represents a total of 2,675 radios sold. Of the following, which is the best approximation of the number of radios represented by the shaded sector of the circle?

	A)	70
	B)	275
	C)	985
	D)	25,880
	E)	98,420

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118.	Ken bought a used car for $5,375. He had to pay an additional 15 percent of the purchase price to cover both sales tax and extra fees. Of the following, which is closest to the total amount Ken paid?

	A)	$806
	B)	$5,510
	C)	$5,760
	D)	$5,940
	E)	$6,180

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$Stimulus Image$
119.	In the rectangle above, the intersection of $triangle$ ABC and $triangle$ ADC is which of the following?

	A)	A right angle
	B)	A vertex of the rectangle
	C)	A diagonal of the rectangle
	D)	A pair of parallel sides
	E)	A pair of perpendicular sides

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120.	Which of the following is both a multiple of 3 and a multiple of 7?

	A)	7,007
	B)	8,192
	C)	21,567
	D)	22,287
	E)	40,040

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$Stimulus Image$
121.	In the graph above, each dot shows the number of sit-ups and the corresponding age for one of 13 people. According to this graph, what is the median number of sit-ups for these 13 people?

	A)	15
	B)	20
	C)	45
	D)	50
	E)	55

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122.	3³ + 4(8 - 5) ÷ 6 =

	A)	6.5
	B)	11
	C)	27.5
	D)	29
	E)	34.16

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$Stimulus Image$
123.	In the figure above, a circle with center O and radius of length 3 is inscribed in a square. What is the area of the shaded region?

	A)	3.86
	B)	7.73
	C)	28.27
	D)	32.86
	E)	36.00

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$Stimulus Image$
124.	The sum of the measures of angles 1 and 2 in the figure above is 90°. What is the measure of the angle formed by the bisectors of these two angles?

	A)	60°
	B)	45°
	C)	30°
	D)	20°
	E)	15°

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$Stimulus Image$
125.	Chris wishes to carpet the rectangular room shown above. To the nearest square yard, how many square yards of carpet are needed to carpet the floor of the room if the closet floor will not be carpeted? (1 square yard = 9 square feet)

	A)	8
	B)	10
	C)	11
	D)	19
	E)	22

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126.	Which of the following is closest to 15 seconds?

	A)	14.1 seconds
	B)	14.7 seconds
	C)	14.9 seconds
	D)	15.2 seconds

$Stimulus Image$
127.	Which figure has the least area?

	A)	A
	B)	B
	C)	C
	D)	D

128.	The census showed that three hundred fifty-six thousand, ninety-seven people lived in Middletown. Written as a number, that is

	A)	350,697
	B)	356,097
	C)	356,907
	D)	356,970

$Stimulus Image$
129.	What is the weight shown on the scale?

	A)	6 pounds
	B)	7 pounds
	C)	51 pounds
	D)	60 pounds

130.	The length of a trail that Pat hiked in one day could have been

	A)	5 milliliters
	B)	5 centimeters
	C)	5 meters
	D)	5 kilometers

131.	A club held a car wash and washed 21 cars. If the club raised $84, how much did it charge per car?

	A)	$0.25
	B)	$4.00
	C)	$5.00
	D)	$1,764.00

132.	A certain reference file contains approximately one billion facts. About how many millions is that?

	A)	1,000,000
	B)	100,000
	C)	10,000
	D)	1,000
	E)	100

$Stimulus Image$
133.	If the area of the shaded triangle shown above is 4 square inches, what is the area of the entire square?

	A)	4 square inches
	B)	8 square inches
	C)	12 square inches
	D)	16 square inches
	E)	Not enough information given

$Stimulus Image$
134.	Which of the following constructions at point P in the figure above will produce an angle of 45°?

	A)	Constructing only the bisector of $Angle$ APB
	B)	Constructing only a circle with center at P
	C)	Constructing one perpendicular line only
	D)	Constructing a circle with center at P and a perpendicular line
	E)	Constructing a perpendicular line and an angle bisector

$Stimulus Image$
135.	If the pattern shown in the table were continued, what number would appear in the box at the bottom of column B next to 14?

	A)	19
	B)	21
	C)	23
	D)	25
	E)	29

136.	For each figure below, the lengths of 3 sides are given. Which figure could have a perimeter of 28?

	A)
	B)
	C)
	D)
	E)

137.	Harriet, Jim, Roberto, Maria, and Willie are in the same eighth-grade class. One of them is this year's class president. Based on the following information, who is the class president? The class president was last year's class vice president and lives on Vine Street. Willie is this year's class vice president. Jim and Maria live on Cypress Street. Roberto was not last year's class vice president.

	A)	Harriet
	B)	Jim
	C)	Roberto
	D)	Maria
	E)	Willie

$Stimulus Image$
138.	Point O is the center of the circle above. Line segment AC is a diameter of the circle. Line segment BC does not pass through the center of the circle. Which of the following is true?

	A)	AC is longer than BC.
	B)	BC is longer than AC.
	C)	AC and BC are the same length.
	D)	BC is twice as long as OA.
	E)	The lengths of AC and BC change, depending on how this piece of paper isturned.

139.

How many hours are equal to 150 minutes?

1	1
	2

2	1
	4

2	1
	3

2	1
	2

2	5
	6

140.

If	2	=	n	, then n =
	25		500

141.	A straight line segment could NOT be drawn on the surface of which of the following solids?

	A)
	B)
	C)
	D)
	E)

$Stimulus Image$
142.	In the figure above, the tube was filled to the 0 mark at the start. How much liquid has been let out?

	A)	10 milliliters
	B)	15 milliliters
	C)	25 milliliters
	D)	40 milliliters
	E)	50 milliliters

143.	The average weight of 50 prize-winning tomatoes is 2.36 pounds. What is the combined weight, in pounds, of these 50 tomatoes?

	A)	0.0472
	B)	11.8
	C)	52.36
	D)	59
	E)	118

144.	Which of the following figures best illustrates the statement 5 × (6 + 2) = (5 × 6) + (5 × 2)?

	A)
	B)
	C)
	D)
	E)

145.	What is the least whole number x for which 2x > 11?

	A)	5
	B)	6
	C)	9
	D)	22
	E)	23

$Stimulus Image$

146.

The nine chips shown above are placed in a sack and then mixed up. Madeline draws one chip from this sack. What is the probability that Madeline draws a chip with an even number?

147.	If a measurement of a rectangular box is given as 48 cubic inches, then the measurement represents the

	A)	distance around the top of the box
	B)	length of an edge of the box
	C)	surface area of the box
	D)	volume of the box

$Stimulus Image$
148.	Which of the following shows the result of flipping the above triangle over the line $symbol$ ?

	A)
	B)
	C)
	D)
	E)

$Stimulus Image$
149.	What is the distance between the midpoint of MN and the midpoint of PQ shown above?

	A)	18 cm
	B)	24 cm
	C)	26 cm
	D)	28 cm
	E)	30 cm

150.	The least common multiple of 8, 12, and a third number is 120. Which of the following could be the third number?

	A)	15
	B)	16
	C)	24
	D)	32
	E)	48

$Stimulus Image$
151.	What is the diagonal measurement of the TV screen shown in the figure above?

	A)	25 inches
	B)	35 inches
	C)	50 inches
	D)	70 inches
	E)	1,200 inches

152.	Which of the following figures contains line segments that are perpendicular?

	A)
	B)
	C)
	D)

153.	The length of a rectangle is 3 more than its width. If L represents the length, what is an expression for the width?

	A)	3 ÷ L
	B)	L÷ 3
	C)	L× 3
	D)	L + 3
	E)	L– 3

The following question refers to the following pattern of dot-figures. $Stimulus Image$
154.	If this pattern of dot-figures is continued, how many dots will be in the 100th figure?

	A)	100
	B)	101
	C)	199
	D)	200
	E)	201

155.

There are 15 girls and 11 boys in a mathematics class. If a student is selected at random to run an errand, what is the probability that a boy will be selected?

156.	(150 ÷ 3) + (6 × 2) =

	A)	10
	B)	58
	C)	62
	D)	112

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157.	If n + n + n = 60, what is the value of n ?

	A)	6
	B)	10
	C)	15
	D)	20
	E)	30

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158.	In which of the following circles is the line segment a diameter?

	A)
	B)
	C)
	D)
	E)

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159.	Which of the following figures has two circular bases?

	A)	A pyramid
	B)	A sphere
	C)	A cube
	D)	A cylinder
	E)	A cone

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160.	3 × ( $\'box\'$ + 5) = 30 The number in the box should be

	A)	2
	B)	5
	C)	10
	D)	95

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161.

In the model town that a class is building, a car 15 feet long is represented by a scale model 3 inches long. If the same scale is used, a house 35 feet high would be represented by a scale model how many inches high?

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162.	(2, 5), (4, 9), (6, 13) Which of the following describes what to do to the first number in each ordered pair shown above to obtain the corresponding second number?

	A)	Add 3
	B)	Subtract 3
	C)	Multiply by 2
	D)	Multiply by 2 and subtract 1
	E)	Multiply by 2 and add 1

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163.	Kate bought a book for $14.95, a record for $5.85, and a tape for $9.70. If the sales tax on these items is 6 percent and all 3 items are taxable, what is the total amount she must pay for the 3 items, including tax?

	A)	$32.33
	B)	$32.06
	C)	$30.56
	D)	$30.50
	E)	$ 1.83

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164.	Ground beef costs $2.59 per pound. What is the cost of 0.93 pound of ground beef?

	A)	$3.52
	B)	$2.78
	C)	$2.47
	D)	$2.41
	E)	$1.66

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165.	What is the ratio of the length of a side of an equilateral triangle to its perimeter?

	A)	1:1
	B)	1:2
	C)	1:3
	D)	2:1
	E)	3:1

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166.	If the price of a can of beans is raised from 50 cents to 60 cents, what is the percent increase in the price?

	A)	83.3%
	B)	20%
	C)	18.2%
	D)	16.7%
	E)	10%

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$Stimulus Image$
167.	A certain rectangle has area equal to the sum of the areas of the four rectangles shown above. If its length is 4, what is its width?

	A)	2
	B)	2¼
	C)	2½
	D)	3
	E)	3½

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168.	If $\'(10.3/5.62)=(n/4.78)\'$ , then, of the following, which is closest to n?

	A)	2 .6 1
	B)	3.83
	C)	8.76
	D)	8.82
	E)	12.11

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Question 1

Key


1.	Which of the following lists the angles shown above in order of measure from smallest to largest?

	A)	1, 2, 3, 4
	B)	2, 3, 4, 1
$Key Arrow$	C)	3, 2, 1, 4
	D)	3, 1, 4, 2
	E)	4, 2, 1, 3

Question 2

Key


2.	Ravi has more tapes than magazines. He has fewer tapes than books. Which of the following lists these items from the greatest in number to the least in number?

	A)	Books, magazines, tapes
$Key Arrow$	B)	Books, tapes, magazines
	C)	Magazines, books, tapes
	D)	Tapes, magazines, books

Question 3

Key


3.	Amanda wants to paint each face of a cube a different color. How many colors will she need?

	A)	Three
	B)	Four
$Key Arrow$	C)	Six
	D)	Eight

Question 4

Key


4.	Which piece of information is NOT needed to solve the problem below? You do not have to solve the problem. Carlos is planning to buy food for his 2 dogs. The food he buys must last for 4 weeks. Each dog eats 1 can of dog food and 3 dog biscuits every day. How many cans of dog food does Carlos need to buy?

	A)	Carlos has 2 dogs.
	B)	The food must last 4 weeks.
	C)	Each dog eats 1 can of dog food every day.
$Key Arrow$	D)	Each dog eats 3 biscuits every day.

Question 5

Key


5.	In the equation y = 4x if the value of x is increased by 2, what is the effect on the value of y ?

$Key Arrow$	A)	It is 8 more than the original amount.
	B)	It is 6 more than the original amount.
	C)	It is 2 more than the original amount.
	D)	It is 16 times the original amount.
	E)	It is 8 times the original amount.

Question 6

Key


6.	On the curve above, what is the best estimate of the value of x when y = 0?

	A)	$-2.0$
	B)	1.1
$Key Arrow$	C)	1.4
	D)	1.7
	E)	1.9

Question 7

Key


7.	According to the pattern suggested by the four examples above, how many consecutive odd integers are required to give a sum of 144 ?

	A)	9
$Key Arrow$	B)	12
	C)	15
	D)	36
	E)	72

Question 8

Key


8.	If the points Q, R, and S shown above are three of the vertices of rectangle QRST, which of the following are the coordinates of T (not shown) ?

	A)	(4, -3)
	B)	(3, -2)
	C)	(-3, 4)
$Key Arrow$	D)	(-3, -2)
	E)	(-2, -3)

Question 9

Key


9.	A certain 4-sided figure has the following properties. Only one pair of opposite sides are parallel. Only one pair of opposite sides are equal in length. The parallel sides are not equal in length. Which of the following must be true about the sides that are equal in length?

	A)	They are perpendicular to each other.
	B)	They are each perpendicular to an adjacent side.
	C)	They are equal in length to one of the other two sides.
	D)	They are not equal in length to either of the other two sides.
$Key Arrow$	E)	They are not parallel.

Question 10

Key


10.	The map above gives the distances, in miles, between various locations in a state park. Traveling the shortest possible total distance along the paths shown on the map, from the visitor center Teresa visits the cave, waterfall, and monument, but not necessarily in that order, and then returns to the visitor center. If she does not retrace her steps along any path and the total distance that Teresa travels is 14.7 miles, what is the distance between the cave and the monument?

	A)	2.2 miles
	B)	2.5 miles
	C)	2.7 miles
	D)	3.0 miles
$Key Arrow$	E)	3.2 miles

Question 11

Key


11.	The mean distance from Venus to the Sun is 1.08 x 10⁸ kilometers. Which of the following quantities is equal to this distance?

	A)	10,800,000 kilometers
$Key Arrow$	B)	108,000,000 kilometers
	C)	1,080,000,000 kilometers
	D)	10,800,000,000 kilometers
	E)	108,000,000,000 kilometers

Question 12

Key


12.	There were 90 employees in a company last year. This year the number of employees increased by 10 percent. How many employees are in the company this year?

	A)	9
	B)	81
	C)	91
$Key Arrow$	D)	99
	E)	100

Question 13

Key


13.	Which of these shapes are cylinders?

	A)	1 and 2
$Key Arrow$	B)	1 and 3
	C)	2 and 4
	D)	3 and 4

Question 14

Key


14.	Which of the figures below should be the fourth figure in the pattern shown above?

$Key Arrow$	A)	$figure A$
	B)	$figure B$
	C)	$figure C$
	D)	$figure D$

Question 15

Key


15.	How many of the angles in this triangle are smaller than a right angle?

	A)	None
	B)	One
$Key Arrow$	C)	Two
	D)	Three

Question 16

Key


16.	What is the area of the shaded figure?

	A)	9 square centimeters
$Key Arrow$	B)	11 square centimeters
	C)	13 square centimeters
	D)	14 square centimeters

Question 17

Key


17.	Alba needed to know about how much the sum of 19.6, 23.8, and 38.4 is. She correctly rounded each of these numbers to the nearest whole number. What three numbers did she use?

	A)	19, 23, 38
	B)	19, 24, 38
$Key Arrow$	C)	20, 24, 38
	D)	20, 24, 39

Question 18

Key


18.	You will need only two of the tiles to answer this question. When the two tiles are partially overlapped, different geometric figures are formed by the overlapping parts. One example is shown below. Which of the following figures cannot be formed by the overlapping parts of the two tiles? $example of 2 tiles overlapping$

	A)	Triangle
	B)	Rectangle
	C)	Square
	D)	Five-sided figure
$Key Arrow$	E)	Nine-sided figure

Question 19

Key


19.	Each of the 6 faces of a certain cube is labeled either R or S. When the cube is tossed, the probability of the cube landing with an R face up is $1/3$ . How many faces are labeled R ?

	A)	Five
	B)	Four
	C)	Three
$Key Arrow$	D)	Two
	E)	One

Question 20

Key


20.	What is 4 hundredths written in decimal notation?

	A)	0.004
$Key Arrow$	B)	0.04
	C)	0.400
	D)	4.00
	E)	400.0

Question 21

Key


21.	A rectangular playground has a perimeter of 390 feet. The width of the playground is 75 feet. What is its length?

	A)	5.2 feet
	B)	97.5 feet
$Key Arrow$	C)	120 feet
	D)	130 feet
	E)	240 feet

Question 22

Key


22.	Which of the following is equal to 6(x + 6) ?

	A)	$x+12$
	B)	$6x+6$
	C)	$6x+12$
$Key Arrow$	D)	$6x+36$
	E)	$6x+66$

Question 23

Key


23.	What temperature would be 15° F more than the temperature shown on the thermometer above?

	A)	-20° F
	B)	-10° F
$Key Arrow$	C)	10° F
	D)	15° F
	E)	20° F

Question 24

Key


24.	The prices of gasoline in a certain region are $1.41, $1.36, $1.57, and $1.45 per gallon. What is the median price per gallon for gasoline in this region?

	A)	$1.41
$Key Arrow$	B)	$1.43
	C)	$1.44
	D)	$1.45
	E)	$1.47

Question 25

Key


25.	According to the graph above, which element forms the second greatest portion of the earth's crust?

	A)	Oxygen
$Key Arrow$	B)	Silicon
	C)	Aluminum
	D)	Iron
	E)	Calcium

Question 26

Key


26.	The endpoints of a line segment are the points with coordinates (2, 1) and (8, 9). What are the coordinates of the midpoint of this line segment?

	A)	(2, 3½)
	B)	(3, 4)
$Key Arrow$	C)	(5, 5)
	D)	(4½, 5½)
	E)	(10, 10)

Question 27

Key


27.	Which of the graphs below is the set of all whole numbers less than 5?

$Key Arrow$	A)	$graph 1$
	B)	$graph 2$
	C)	$graph 3$
	D)	$graph 4$
	E)	$graph 5$

Question 28

Key


28.	Ms. Thierry and 3 friends ate dinner at a restaurant. The bill was $67. In addition, they left a $13 tip. Approximately what percent of the total bill did they leave as a tip?

	A)	10%
	B)	13%
	C)	15%
$Key Arrow$	D)	20%
	E)	25%

Question 29

Key


29.	What number is represented by point A on the number line above?

	A)	0.0010
	B)	0.0054
$Key Arrow$	C)	0.0055
	D)	0.006
	E)	0.055

Question 30

Key


30.	The same rule is applied to each number in the pattern above. What is the 6th number in the pattern?

	A)	40
	B)	100
$Key Arrow$	C)	121
	D)	144
	E)	169

Question 31

Key


31.	The map above shows eight of the counties in a state. The largest city in the state can be found at location B-3. In which county could this city lie?

	A)	Adams or Carlton
$Key Arrow$	B)	Adams or Smith
	C)	Carlton or Elm
	D)	Dade or Polk
	E)	Polk or Smith

Question 32

Key


32.	One of the acute angles in a right triangle measures 28 degrees. What is the measure, in degrees, of the other acute angle?

	A)	17°
	B)	28°
$Key Arrow$	C)	62°
	D)	90°
	E)	152°

Question 33

Key


33.	Which of the following can be folded to form the prism above?

	A)	$prism layout 1$
	B)	$prism layout 2$
	C)	$prism layout 3$
	D)	$prism layout 4$
$Key Arrow$	E)	$prism layout 5$

Question 34

Key


34.	Which of the following equations represents the relationship between x and y shown in the table above?

	A)	y = x² + 1
	B)	y = x + 1
$Key Arrow$	C)	y = 3x - 1
	D)	y = x² - 3
	E)	y = 3x² - 1

Question 35

Key

35.

Add:

	238
+	462

600

690

$Key Arrow$

700

790

Question 36

Key


36.	Which shows 3/4 of the picture shaded?

	A)
	B)
$Key Arrow$	C)
	D)

Question 37

Key


37.	The pie chart above shows the portion of time Pat spent on homework in each subject last week. If Pat spent 2 hours on mathematics, about how many hours did Pat spend on homework altogether?

	A)	4
$Key Arrow$	B)	8
	C)	12
	D)	16

Question 38

Key


38.	In the figure above, which object is heaviest?

$Key Arrow$	A)	The metal ball
	B)	The sandwich
	C)	The bag of potato chips
	D)	The puppy

Question 39

Key


39.	The figure above is shaded on the top side and white on the under side. If the figure were flipped over, its white side could look like which of the following figures?

	A)
	B)
	C)
$Key Arrow$	D)

Question 40

Key


40.	How much change will John get back from $5.00 if he buys 2 notebooks that cost $1.80 each?

$Key Arrow$	A)	$1.40
	B)	$2.40
	C)	$3.20
	D)	$3.60

Question 41

Key


41.	Carla has 12 boxes that each weigh the same amount. What would be a quick way for her to find the total weight of the 12 boxes?

	A)	Add 12 to the weight of one of the boxes.
	B)	Subtract 12 from the weight of one of the boxes.
	C)	Divide the weight of one of the boxes by 12.
$Key Arrow$	D)	Multiply the weight of one of the boxes by 12.

Question 42

Key


42.	The perimeter of a square is 36 inches. What is the length of one side of the square?

	A)	4 inches
	B)	6 inches
$Key Arrow$	C)	9 inches
	D)	18 inches

Question 43

Key


43.	Six students bought exactly enough pens to share equally among themselves. Which of the following could be the number of pens they bought?

	A)	46
$Key Arrow$	B)	48
	C)	50
	D)	52

Question 44

Key


44.	Carl has 3 empty egg cartons and 34 eggs. If each carton holds 12 eggs, how many more eggs are needed to fill all 3 cartons?

$Key Arrow$	A)	2
	B)	3
	C)	4
	D)	6

Question 45

Key


45.	The objects on the scale above make it balance exactly. According to this scale, if balances , then balances which of the following?

	A)
$Key Arrow$	B)
	C)
	D)

Question 46

Key


46.	Which of the following could NOT be folded into a cube?

	A)
$Key Arrow$	B)
	C)
	D)

Question 47

Key


47.	Alan says that if a figure has four sides, it must be a rectangle. Gina does not agree. Which of the following figures shows that Gina is correct?

	A)
	B)
	C)
$Key Arrow$	D)

Question 48

Key


48.	Jim has 3/4 of a yard of string which he wishes to divide into pieces, each 1/8 of a yard long. How many pieces will he have?

	A)	3
	B)	4
$Key Arrow$	C)	6
	D)	8

Question 49

Key


49.	On the road shown above, the distance from Bay City to Exton is 60 miles. What is the distance from Bay City to Yardville?

	A)	45 miles
	B)	75 miles
	C)	90 miles
$Key Arrow$	D)	105 miles

Question 50

Key


50.	What are all the whole numbers that make 8 - > 3 true?

	A)	0, 1, 2, 3, 4, 5
$Key Arrow$	B)	0, 1, 2, 3, 4
	C)	0, 1, 2
	D)	5

Question 51

Key


51.	Length can be measured to within 0.05 centimeter accuracy by using a certain type of measuring instrument. A reading of 3.7 centimeters on this instrument means that the actual length is at least

	A)	3.20 centimeters
$Key Arrow$	B)	3.65 centimeters
	C)	3.69 centimeters
	D)	3.70 centimeters
	E)	3.75 centimeters

Question 52

Key


52.	A triangle that has sides with lengths 6, 6, and 10 is called

	A)	acute
	B)	right
	C)	scalene
$Key Arrow$	D)	isosceles
	E)	equilateral

Question 53

Key


53.	In the figure above, if ABCD is a square, then the coordinates of vertex C are

	A)	(4,5)
	B)	(3,-4)
	C)	(3,-2)
$Key Arrow$	D)	(5,-4)
	E)	(5,-2)

Question 54

Key

54.

x	y
0	-3
1	-1
2	1

Which of the following equations is true for the three pairs of x and y values in the table above?

3x + 2 = y

3x - 2 = y

2x + 3 = y

$Key Arrow$

2x - 3 = y

x - 3 = y

Question 55

Key


55.	4, 8, 3, 2, 5, 8, 12 What is the median of the numbers above?

	A)	4
$Key Arrow$	B)	5
	C)	6
	D)	7
	E)	8

Question 56

Key


56.	How many feet are in 15 miles?

	A)	352
	B)	35,200
$Key Arrow$	C)	79,200
	D)	84,480
	E)	89,760

Question 57

Key


57.	The Breakfast Barn bought 135 dozen eggs at $0.89 per dozen. What was the total cost of the eggs?

	A)	$116.75
$Key Arrow$	B)	$120.15
	C)	$135.89
	D)	$151.69

Question 58

Key


58.	What is the value of x in the triangle above?

	A)	65°
$Key Arrow$	B)	82°
	C)	90°
	D)	92°
	E)	98°

Question 59

Key


59.	Which of the following numerical expressions gives the area of the rectangle above?

$Key Arrow$	A)	4 × 6
	B)	4 + 6
	C)	2(4 × 6)
	D)	2(4 + 6)
	E)	4 + 6 + 4 + 6

Question 60

Key


60.	When the rectangle above is folded along the dotted line, point P will touch which of the lettered points?

	A)	A
	B)	B
	C)	C
$Key Arrow$	D)	D
	E)	E

Question 61

Key


61.	According to the graph above, how many times did the yearly increase of the price of a hamburger exceed 10 cents?

	A)	None
	B)	One
	C)	Two
$Key Arrow$	D)	Three
	E)	Four

Question 62

Key


62.	Fifteen boxes each containing 8 radios can be repacked in 10 larger boxes each containing how many radios?

	A)	8
	B)	10
$Key Arrow$	C)	12
	D)	80
	E)	120

Question 63

Key


63.	In the figure above, WXYZ is a parallelogram. Which of the following is NOT necessarily true?

	A)	Side WX is parallel to side ZY.
	B)	Side XY is parallel to side WZ.
	C)	The measures of angles W and Y are equal.
	D)	The lengths of sides WX and ZY are equal.
$Key Arrow$	E)	The lengths of sides WX and XY are equal.

Question 64

Key


64.	Consider the statement "If n is an even number, then n is two times an odd number." For which of the following values of n is the statement FALSE?

	A)	2
	B)	6
$Key Arrow$	C)	8
	D)	10
	E)	14

Question 65

Key


65.	If the list of fractions above continues in the same pattern, which term will be equal to 0.95?

	A)	The 100th
	B)	The 95th
	C)	The 20th
$Key Arrow$	D)	The 19th
	E)	The 15th

Question 66

Key


66.	There are 1,200 students enrolled in Adams Middle School. According to the graph above, how many of these students participate in sports?

	A)	380
$Key Arrow$	B)	456
	C)	760
	D)	820
	E)	1,162

Question 67

Key


67.	The diameter of a red blood cell, in inches, is 3 × 10^-4. This expression is the same as which of the following numbers?

	A)	0.00003
$Key Arrow$	B)	0.0003
	C)	0.003
	D)	3,000
	E)	30,000

Question 68

Key


68.	Tetsu rides his bicycle x miles the first day, y miles the second day, and z miles the third day. Which of the following expressions represents the average number of miles per day that Tetsu travels?

	A)	x + y + z
	B)	xyz
	C)	3(x + y + z)
	D)	3(xyz)
$Key Arrow$	E)	(x + y + z)/3

Question 69

Key


69.	If 3 + w = b, then w =

	A)	b/3
	B)	b× 3
	C)	b + 3
	D)	3 - b
$Key Arrow$	E)	b - 3

Question 70

Key


70.	If the value of the expression x + 2 is less than 12, which of the following could be a value of x?

	A)	16
	B)	14
	C)	12
	D)	10
$Key Arrow$	E)	8

Question 71

Key


71.	A pictogram of the data above is to be drawn using as the symbol that represents 500 people. How many would it take to represent the population of Rancho Santa Fe?

	A)	1
	B)	4
$Key Arrow$	C)	8
	D)	80
	E)	4,000

Question 72

Key

72.

Gloria's diving scores from a recent competition are represented in the stem-and-leaf plot shown below. In this plot, 3 | 4 would be read as 3.4.

5	2 5
6	1
7	7
8	0 2

What was her lowest score for this competition?

0.02

1.0

2.5

$Key Arrow$

5.2

8.0

Question 73

Key


73.	In the triangle, what is the degree measure of

	A)	45
	B)	100
$Key Arrow$	C)	110
	D)	135
	E)	160

Question 74

Key


74.	Which of the following ratios is equivalent to the ratio of 6 to 4?

	A)	12 to 18
$Key Arrow$	B)	12 to 8
	C)	8 to 6
	D)	4 to 6
	E)	2 to 3

Question 75

Key


75.	In a coordinate plane, the points (2,4) and (3,-1) are on a line. Which of the following must be true?

$Key Arrow$	A)	The line crosses the x-axis.
	B)	The line passes through (0,0).
	C)	The line stays above the x-axis at all times.
	D)	The line rises from the lower left to the upper right.
	E)	The line is parallel to the y-axis.

Question 76

Key


76.	3 + 15 ÷ 3 - 4 × 2 =

	A)	-9
	B)	-2
$Key Arrow$	C)	0
	D)	4
	E)	5

Question 77

Key


77.	The cruise ship Titanic was 882 feet long. Which of the following is closest to that length?

	A)	Two moving-van lengths
$Key Arrow$	B)	Fifty car lengths
	C)	One hundred skateboard lengths
	D)	Five hundred school-bus lengths
	E)	One thousand bicycle lengths

Question 78

Key


78.	If n represents an even number greater than 2, what is the next larger even number?

	A)	n + 1
	B)	2n + 1
	C)	2n
$Key Arrow$	D)	n + 2
	E)	n²

Question 79

Key


79.	Allen, Bridgitte, Chaz, and Diann each live in a different house on the same side of a street. The houses and their numbers are shown above. Only one of the other three people lives next to Bridgitte. Chaz lives next to Bridgitte and next to Diann. Which person could live in house number 2?

	A)	Allen only
	B)	Chaz only
	C)	Diann only
$Key Arrow$	D)	Chaz or Diann
	E)	Any of these four people could live in house number 2.

Question 80

Key


80.	Which of the following numbers, when rounded to the nearest thousand, becomes 27,000?

	A)	26,099
	B)	26,490
$Key Arrow$	C)	27,381
	D)	27,550
	E)	27,640

Question 81

Key


81.	In the figure above, what fraction of rectangle ABCD is shaded?

	A)
	B)
	C)
$Key Arrow$	D)
	E)

Question 82

Key


82.	(-5)(-7) =

	A)	-35
	B)	-12
	C)	-2
	D)	12
$Key Arrow$	E)	35

Question 83

Key


83.	Of the following, which is the closest approximation of a 15 percent tip on a restaurant check of $24.99?

	A)	$2.50
	B)	$3.00
$Key Arrow$	C)	$3.75
	D)	$4.50
	E)	$5.00

Question 84

Key


84.	A poll is being taken at Baker Junior High School to determine whether to change the school mascot. Which of the following would be the best place to find a sample of students to interview that would be most representative of the entire student body?

	A)	An algebra class
$Key Arrow$	B)	The cafeteria
	C)	The guidance office
	D)	A French class
	E)	The faculty room

Question 85

Key


85.	The following steps are used to read the electric meter shown above. (1) On each dial, the pointer moves in the direction of the arrow for that dial. (2) On each dial, the number that the pointer has just passed is that dial's reading. (3) To obtain the meter reading, the dials are read from left to right. What is the reading on the meter?

	A)	2,975 kwh
	B)	3,086 kwh
$Key Arrow$	C)	5,792 kwh
	D)	5,803 kwh
	E)	6,803 kwh

Question 86

Key


86.	Which of the following ordered pairs (x, y) is a solution to the equation 2x - 3y = 6?

	A)	(6, 3)
$Key Arrow$	B)	(3, 0)
	C)	(3, 2)
	D)	(2, 3)
	E)	(0, 3)

Question 87

Key


87.	A plumber charges customers $48 for each hour worked plus an additional $9 for travel. If h represents the number of hours worked, which of the following expressions could be used to calculate the plumber's total charge in dollars?

	A)	48 + 9 + h
	B)	48 x 9 x h
	C)	48 + (9 x h)
	D)	(48 x 9) + h
$Key Arrow$	E)	(48 x h) + 9

Question 88

Key


88.	Anita is making bags of treats for her sister's birthday party. She divides 65 pieces of candy equally among 15 bags so that each bag contains as many pieces as possible. How many pieces will she have left?

	A)	33
$Key Arrow$	B)	5
	C)	4
	D)	3
	E)	0.33

Question 89

Key


89.	Of the following, which is the best unit to use when measuring the growth of a plant every other day during a 2-week period?

$Key Arrow$	A)	Centimeter
	B)	Meter
	C)	Kilometer
	D)	Foot
	E)	Yard

Question 90

Key


90.	If each of the counting numbers from 1 through 10 is multiplied by 13, how many of the resulting numbers will be even?

	A)	One
	B)	Four
$Key Arrow$	C)	Five
	D)	Six
	E)	Ten

Question 91

Key


91.	A car odometer registered 41,256.9 miles when a highway sign warned of a detour 1,200 feet ahead. What will the odometer read when the car reaches the detour? (5, 280 feet = 1 mile)

	A)	42,456.9
	B)	41,279.9
	C)	41,261.3
	D)	41,259.2
$Key Arrow$	E)	41,257.1

Question 92

Key


92.	If the string does not cost anything, how much does the necklace above cost?

	A)	10¢
	B)	24¢
	C)	28¢
$Key Arrow$	D)	34¢

Question 93

Key


93.	Carol wanted to estimate the distance from A to D along the path shown on the map above. She correctly rounded each of the given distances to the nearest mile and then added them. Which of the following sums could be hers?

	A)	4 + 6 + 5 = 15
	B)	5 + 6 + 5 = 16
$Key Arrow$	C)	5 + 6 + 6 = 17
	D)	5 + 7 + 6 = 18

Question 94

Key


94.	In the pattern above, which figure would be next?

	A)
$Key Arrow$	B)
	C)
	D)

Question 95

Key


95.	There are 50 hamburgers to serve 38 children. If each child is to have at least one hamburger, at most how many of the children can have more than one?

	A)	6
$Key Arrow$	B)	12
	C)	26
	D)	38

Question 96

Key


96.	If $box$ represents the number of newspapers that Lee delivers each day, which of the following represents the total number of newspapers that Lee delivers in 5 days?

	A)
$Key Arrow$	B)
	C)
	D)

Question 97

Key


97.	The weights of three objects were compared using a pan balance. Two comparisons were made as shown in the figure above. Which object is the heaviest?

	A)	A
	B)	B
$Key Arrow$	C)	C
	D)	Not enough information is given.

Question 98

Key


98.	Chen had $10 to buy a model plane, glue, and paint as shown above. At which of the following times could an estimate have been used instead of exact numbers?

$Key Arrow$	A)	When Chen tried to decide whether or not he had enough money tobuy the plane, glue, and paint
	B)	When the clerk entered each amount into the cash register
	C)	When the clerk told Chen how much he owed
	D)	When Chen counted his change

Question 99

Key


99.	By how much would 217 be increased if the digit 1 were replaced by a digit 5?

	A)	4
$Key Arrow$	B)	40
	C)	44
	D)	400

Question 100

Key


100.	Christy has 88 photographs to put in her album. If 9 photographs will fit on each page, how many pages will she need?

	A)	8
	B)	9
$Key Arrow$	C)	10
	D)	11

Question 101

Key


101.	The squares in the figure above represent the faces of a cube which has been cut along some edges and flattened. When the original cube was resting on face X, which face was on top?

$Key Arrow$	A)	A
	B)	B
	C)	C
	D)	D

Question 102

Key


102.	John records the weight of his puppy every month in a chart like the one shown above. If the pattern of the puppy's weight gain continues, how many pounds will the puppy weigh at 5 months?

	A)	30
	B)	27
	C)	25
$Key Arrow$	D)	24

Question 103

Key


103.	In a bag of marbles, 1/2 are red, 1/4 are blue, 1/6 are green, and 1/12 are yellow. If a marble is taken from the bag without looking, it is most likely to be

$Key Arrow$	A)	red
	B)	blue
	C)	green
	D)	yellow

Question 104

Key


104.	A rectangular carpet is 9 feet long and 6 feet wide. What is the area of the carpet in square feet?

	A)	15
	B)	27
	C)	30
$Key Arrow$	D)	54

Question 105

Key


105.	From a shipment of 500 batteries, a sample of 25 was selected at random and tested. If 2 batteries in the sample were found to be dead, how many dead batteries would be expected in the entire shipment?

	A)	10
	B)	20
	C)	30
$Key Arrow$	D)	40
	E)	50

Question 106

Key


106.	The total distances covered by two runners during the first 28 minutes of a race are shown in the graph above. How long after the start of the race did one runner pass the other?

	A)	3 minutes
	B)	8 minutes
	C)	12 minutes
$Key Arrow$	D)	14 minutes
	E)	28 minutes

Question 107

Key


107.	Of the following, which is closest in value to 0.52?

	A)	1/50
	B)	1/5
	C)	1/4
	D)	1/3
$Key Arrow$	E)	1/2

Question 108

Key


108.	503 - 207 =

	A)	206
$Key Arrow$	B)	296
	C)	304
	D)	396

Question 109

Key


109.	The graph above shows how many of the 32 children in Mr. Rivera's class are 8, 9, 10, and 11 years old. Which of the following is true?

	A)	Most are younger than 9.
	B)	Most are younger than 10.
$Key Arrow$	C)	Most are 9 or older.
	D)	None of the above is true.

Question 110

Key


110.	A sheet of paper is folded once and a piece is cut out as shown above. Which of the following looks like the unfolded paper?

	A)
	B)
	C)
$Key Arrow$	D)

Question 111

Key


111.	What number is four hundred five and three-tenths?

	A)	45.3
$Key Arrow$	B)	405.3
	C)	453
	D)	4,005.3

Question 112

Key


112.	If 1 1/3 cups of flour are needed for a batch of cookies, how many cups of flour will be needed for 3 batches?

	A)	4 1/3
$Key Arrow$	B)	4
	C)	3
	D)	2 2/3

Question 113

Key


113.	Children's pictures are to be hung in a line as shown in the figure above. Pictures that are hung next to each other share a tack. How many tacks are needed to hang 28 pictures in this way?

	A)	27
	B)	28
$Key Arrow$	C)	29
	D)	56

Question 114

Key


114.	If k can be replaced by any number, how many different values can the expression k + 6 have?

	A)	None
	B)	One
	C)	Six
	D)	Seven
$Key Arrow$	E)	Infinitely many

Question 115

Key


115.	If the pattern in the list above continues, what will be the next number after 56?

	A)	54
	B)	63
	C)	64
$Key Arrow$	D)	65
	E)	67

Question 116

Key


116.	What is the difference between the smallest positive 3-digit number and the largest positive 2-digit number?

$Key Arrow$	A)	l
	B)	9
	C)	10
	D)	90
	E)	900

Question 117

Key


117.	The entire circle shown above represents a total of 2,675 radios sold. Of the following, which is the best approximation of the number of radios represented by the shaded sector of the circle?

	A)	70
$Key Arrow$	B)	275
	C)	985
	D)	25,880
	E)	98,420

Question 118

Key


118.	Ken bought a used car for $5,375. He had to pay an additional 15 percent of the purchase price to cover both sales tax and extra fees. Of the following, which is closest to the total amount Ken paid?

	A)	$806
	B)	$5,510
	C)	$5,760
	D)	$5,940
$Key Arrow$	E)	$6,180

Question 119

Key


119.	In the rectangle above, the intersection of $triangle$ ABC and $triangle$ ADC is which of the following?

	A)	A right angle
	B)	A vertex of the rectangle
$Key Arrow$	C)	A diagonal of the rectangle
	D)	A pair of parallel sides
	E)	A pair of perpendicular sides

Question 120

Key


120.	Which of the following is both a multiple of 3 and a multiple of 7?

	A)	7,007
	B)	8,192
$Key Arrow$	C)	21,567
	D)	22,287
	E)	40,040

Question 121

Key


121.	In the graph above, each dot shows the number of sit-ups and the corresponding age for one of 13 people. According to this graph, what is the median number of sit-ups for these 13 people?

	A)	15
	B)	20
	C)	45
$Key Arrow$	D)	50
	E)	55

Question 122

Key


122.	3³ + 4(8 - 5) ÷ 6 =

	A)	6.5
	B)	11
	C)	27.5
$Key Arrow$	D)	29
	E)	34.16

Question 123

Key


123.	In the figure above, a circle with center O and radius of length 3 is inscribed in a square. What is the area of the shaded region?

	A)	3.86
$Key Arrow$	B)	7.73
	C)	28.27
	D)	32.86
	E)	36.00

Question 124

Key


124.	The sum of the measures of angles 1 and 2 in the figure above is 90°. What is the measure of the angle formed by the bisectors of these two angles?

	A)	60°
$Key Arrow$	B)	45°
	C)	30°
	D)	20°
	E)	15°

Question 125

Key


125.	Chris wishes to carpet the rectangular room shown above. To the nearest square yard, how many square yards of carpet are needed to carpet the floor of the room if the closet floor will not be carpeted? (1 square yard = 9 square feet)

$Key Arrow$	A)	8
	B)	10
	C)	11
	D)	19
	E)	22

Question 126

Key


126.	Which of the following is closest to 15 seconds?

	A)	14.1 seconds
	B)	14.7 seconds
$Key Arrow$	C)	14.9 seconds
	D)	15.2 seconds

Question 127

Key


127.	Which figure has the least area?

	A)	A
	B)	B
$Key Arrow$	C)	C
	D)	D

Question 128

Key


128.	The census showed that three hundred fifty-six thousand, ninety-seven people lived in Middletown. Written as a number, that is

	A)	350,697
$Key Arrow$	B)	356,097
	C)	356,907
	D)	356,970

Question 129

Key


129.	What is the weight shown on the scale?

	A)	6 pounds
	B)	7 pounds
	C)	51 pounds
$Key Arrow$	D)	60 pounds

Question 130

Key


130.	The length of a trail that Pat hiked in one day could have been

	A)	5 milliliters
	B)	5 centimeters
	C)	5 meters
$Key Arrow$	D)	5 kilometers

Question 131

Key


131.	A club held a car wash and washed 21 cars. If the club raised $84, how much did it charge per car?

	A)	$0.25
$Key Arrow$	B)	$4.00
	C)	$5.00
	D)	$1,764.00

Question 132

Key


132.	A certain reference file contains approximately one billion facts. About how many millions is that?

	A)	1,000,000
	B)	100,000
	C)	10,000
$Key Arrow$	D)	1,000
	E)	100

Question 133

Key


133.	If the area of the shaded triangle shown above is 4 square inches, what is the area of the entire square?

	A)	4 square inches
$Key Arrow$	B)	8 square inches
	C)	12 square inches
	D)	16 square inches
	E)	Not enough information given

Question 134

Key


134.	Which of the following constructions at point P in the figure above will produce an angle of 45°?

	A)	Constructing only the bisector of $Angle$ APB
	B)	Constructing only a circle with center at P
	C)	Constructing one perpendicular line only
	D)	Constructing a circle with center at P and a perpendicular line
$Key Arrow$	E)	Constructing a perpendicular line and an angle bisector

Question 135

Key


135.	If the pattern shown in the table were continued, what number would appear in the box at the bottom of column B next to 14?

	A)	19
	B)	21
	C)	23
	D)	25
$Key Arrow$	E)	29

Question 136

Key


136.	For each figure below, the lengths of 3 sides are given. Which figure could have a perimeter of 28?

	A)
$Key Arrow$	B)
	C)
	D)
	E)

Question 137

Key


137.	Harriet, Jim, Roberto, Maria, and Willie are in the same eighth-grade class. One of them is this year's class president. Based on the following information, who is the class president? The class president was last year's class vice president and lives on Vine Street. Willie is this year's class vice president. Jim and Maria live on Cypress Street. Roberto was not last year's class vice president.

$Key Arrow$	A)	Harriet
	B)	Jim
	C)	Roberto
	D)	Maria
	E)	Willie

Question 138

Key


138.	Point O is the center of the circle above. Line segment AC is a diameter of the circle. Line segment BC does not pass through the center of the circle. Which of the following is true?

$Key Arrow$	A)	AC is longer than BC.
	B)	BC is longer than AC.
	C)	AC and BC are the same length.
	D)	BC is twice as long as OA.
	E)	The lengths of AC and BC change, depending on how this piece of paper isturned.

Question 139

Key

139.

How many hours are equal to 150 minutes?

1	1
	2

2	1
	4

2	1
	3

$Key Arrow$

2	1
	2

2	5
	6

Question 140

Key

140.

If	2	=	n	, then n =
	25		500

$Key Arrow$

Question 141

Key


141.	A straight line segment could NOT be drawn on the surface of which of the following solids?

	A)
	B)
$Key Arrow$	C)
	D)
	E)

Question 142

Key


142.	In the figure above, the tube was filled to the 0 mark at the start. How much liquid has been let out?

	A)	10 milliliters
$Key Arrow$	B)	15 milliliters
	C)	25 milliliters
	D)	40 milliliters
	E)	50 milliliters

Question 143

Key


143.	The average weight of 50 prize-winning tomatoes is 2.36 pounds. What is the combined weight, in pounds, of these 50 tomatoes?

	A)	0.0472
	B)	11.8
	C)	52.36
	D)	59
$Key Arrow$	E)	118

Question 144

Key


144.	Which of the following figures best illustrates the statement 5 × (6 + 2) = (5 × 6) + (5 × 2)?

$Key Arrow$	A)
	B)
	C)
	D)
	E)

Question 145

Key


145.	What is the least whole number x for which 2x > 11?

	A)	5
$Key Arrow$	B)	6
	C)	9
	D)	22
	E)	23

Question 146

Key

146.

The nine chips shown above are placed in a sack and then mixed up. Madeline draws one chip from this sack. What is the probability that Madeline draws a chip with an even number?

$Key Arrow$

Question 147

Key


147.	If a measurement of a rectangular box is given as 48 cubic inches, then the measurement represents the

	A)	distance around the top of the box
	B)	length of an edge of the box
	C)	surface area of the box
$Key Arrow$	D)	volume of the box

Question 148

Key


148.	Which of the following shows the result of flipping the above triangle over the line $symbol$ ?

	A)
	B)
	C)
	D)
$Key Arrow$	E)

Question 149

Key


149.	What is the distance between the midpoint of MN and the midpoint of PQ shown above?

	A)	18 cm
	B)	24 cm
	C)	26 cm
	D)	28 cm
$Key Arrow$	E)	30 cm

Question 150

Key


150.	The least common multiple of 8, 12, and a third number is 120. Which of the following could be the third number?

$Key Arrow$	A)	15
	B)	16
	C)	24
	D)	32
	E)	48

Question 151

Key


151.	What is the diagonal measurement of the TV screen shown in the figure above?

	A)	25 inches
	B)	35 inches
$Key Arrow$	C)	50 inches
	D)	70 inches
	E)	1,200 inches

Question 152

Key


152.	Which of the following figures contains line segments that are perpendicular?

$Key Arrow$	A)
	B)
	C)
	D)

Question 153

Key


153.	The length of a rectangle is 3 more than its width. If L represents the length, what is an expression for the width?

	A)	3 ÷ L
	B)	L÷ 3
	C)	L× 3
	D)	L + 3
$Key Arrow$	E)	L– 3

Question 154

Key


154.	If this pattern of dot-figures is continued, how many dots will be in the 100th figure?

	A)	100
	B)	101
	C)	199
	D)	200
$Key Arrow$	E)	201

Question 155

Key

155.

There are 15 girls and 11 boys in a mathematics class. If a student is selected at random to run an errand, what is the probability that a boy will be selected?

$Key Arrow$

Question 156

Key


156.	(150 ÷ 3) + (6 × 2) =

	A)	10
	B)	58
$Key Arrow$	C)	62
	D)	112

Question 157

Key


157.	If n + n + n = 60, what is the value of n ?

	A)	6
	B)	10
	C)	15
$Key Arrow$	D)	20
	E)	30

Question 158

Key


158.	In which of the following circles is the line segment a diameter?

$Key Arrow$	A)
	B)
	C)
	D)
	E)

Question 159

Key


159.	Which of the following figures has two circular bases?

	A)	A pyramid
	B)	A sphere
	C)	A cube
$Key Arrow$	D)	A cylinder
	E)	A cone

Question 160

Key


160.	3 × ( $\'box\'$ + 5) = 30 The number in the box should be

	A)	2
$Key Arrow$	B)	5
	C)	10
	D)	95

Question 161

Key

161.

$Key Arrow$

Question 162

Key


162.	(2, 5), (4, 9), (6, 13) Which of the following describes what to do to the first number in each ordered pair shown above to obtain the corresponding second number?

	A)	Add 3
	B)	Subtract 3
	C)	Multiply by 2
	D)	Multiply by 2 and subtract 1
$Key Arrow$	E)	Multiply by 2 and add 1

Question 163

Key


163.	Kate bought a book for $14.95, a record for $5.85, and a tape for $9.70. If the sales tax on these items is 6 percent and all 3 items are taxable, what is the total amount she must pay for the 3 items, including tax?

$Key Arrow$	A)	$32.33
	B)	$32.06
	C)	$30.56
	D)	$30.50
	E)	$ 1.83

Question 164

Key


164.	Ground beef costs $2.59 per pound. What is the cost of 0.93 pound of ground beef?

	A)	$3.52
	B)	$2.78
	C)	$2.47
$Key Arrow$	D)	$2.41
	E)	$1.66

Question 165

Key


165.	What is the ratio of the length of a side of an equilateral triangle to its perimeter?

	A)	1:1
	B)	1:2
$Key Arrow$	C)	1:3
	D)	2:1
	E)	3:1

Question 166

Key


166.	If the price of a can of beans is raised from 50 cents to 60 cents, what is the percent increase in the price?

	A)	83.3%
$Key Arrow$	B)	20%
	C)	18.2%
	D)	16.7%
	E)	10%

Question 167

Key


167.	A certain rectangle has area equal to the sum of the areas of the four rectangles shown above. If its length is 4, what is its width?

	A)	2
$Key Arrow$	B)	2¼
	C)	2½
	D)	3
	E)	3½

Question 168

Key


168.	If $\'(10.3/5.62)=(n/4.78)\'$ , then, of the following, which is closest to n?

	A)	2 .6 1
	B)	3.83
$Key Arrow$	C)	8.76
	D)	8.82
	E)	12.11