Ratios & Proportions
Number Systems
Expressions & Equations
Geometry
Statistics
100
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Ms. Foust has a bug collection.
14 of the bugs have yellow markings.
8 of the bugs have red markings.
12 of the bugs have both yellow and red markings.
What is the ratio of bugs with markings of one color to bugs with markings of both colors?
A) 11 : 6
B) 6 : 11
C) 11 : 20
D) 20 : 11
A) 11 : 6
100
Point M is located at (–1, 2), and point P is located at (–1, –1). What is the distance between point M and point P?
A) 1 unit
B) 2 units
C) 3 units
D) 4 units
C) 3 units
100
What is the value of n in the equation below?
A) 0.8462
B) 8.462
C) 846.2
D) 8,462
D) 8,462
100
Two vertices of a polygon are located at J(–4, 3) and K(2, 3). What is the distance between J and K?
A) 2 units
B) 4 units
C) 6 units
D) 8 units
C) 6 units
100
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Lisa babysat during the month of June. Each week, Lisa deposited her earnings into a savings account.
To the nearest cent, what was Lisa’s mean deposit for the four weeks in June?
(Note: Express the answer as dollars.cents.)
$39.88
200
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Tracy collects stamps. She has a total of 780 stamps. Twenty percent of the stamps are rare. How many stamps in her collection are rare?
A) 624
B) 312
C) 156
D) 130
C) 156
200
What is the value of the expression below?
2 • 11.27 – 14.66
7.88
200
What is the value of the expression below?
)
54,000
200
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In a coordinate plane, a quadrilateral has vertices (–2, 3), (–1, 7), (2, 7), and (0, 3). What is the area of the quadrilateral?
A) 10 square units
B) 9.5 square units
C) 9 square units
D) 8.5 square units
A) 10 square units
200
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Jeremy made the following grades on his last 5 quizzes: 68, 75, 83, 88, and 92. What is the lowest score Jeremy could get on the 6th quiz to have an unrounded average of at least 80?
A) 78
B) 76
C) 74
D) 72
C) 74
300
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Elizabeth is assigned to read a 160-page book. She estimates that she must read 5% of the total book each night in order to finish it by the due date. How many pages does she estimate that she must read each night?
A) 80
B) 16
C) 8
D) 4
C) 8
300
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A model of an expression is shown. Which expression is represented by this model?
A) 4 – (-7)
B) 4 + (-7)
C) 4 – (-3)
D) 4 + (-3)
B) 4 + (-7)
300
When a number n is decreased by 13, the result is greater than 2. Which describes the set of all values of n that satisfy this condition?
A) n = 15
B) n > 15
C) n < 15
D) n ≥ 15
B) n > 15
300
A container is in the shape of a right rectangular prism. Its base dimensions are 18 1/4 in. by 12 1/2 in., and its height is 5 1/2 in. The container is filled three-fourths full with water. What is the volume of the water in the container?
A) 1,568 23/64 cubic inches
B) 1,254 11/16 cubic inches
C) 941 1/64 cubic inches
D) 313 43/64 cubic inch
C) 941 1/64
300
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A librarian recorded the number of books checked out over 7 days. The number of books checked out were 92, 76, 83, 74, 84, 95, and 100. Which box plot correctly displays this data?
B)
400
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This table shows how four students scored on a math quiz.
Which student answered 88% of the quiz correctly?
A) Julie
B) Kyle
C) Malik
D) Olivia
C) Malik
400
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Which point is located 9 units from (–6, 4)?
A) (3, 4)
B) (3, –4)
C) (–15, –4)
D) (15, 4)
A) (3,4)
400
Madison, Renee, and Ben read a total of 71 books.
Madison read m books.
Renee read 5 times as many books as Madison.
Ben read 1 less than 2 times as many books as Renee.
Which expression represents the number of books Ben read?
A) 2(5m) – 1
B) 2(5m – 1)
C) 1 – 2(5m)
D) 5(1 – 2m)
A) 2(5m) – 1
400
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The net of a right rectangular prism is shown.
What is the surface area of the prism?
A) 32 m2
B) 36 m2
C) 40 m2
D) 48 m2
C) 40 m2
400
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A cafeteria manager must count the number of students who buy lunch each day of school. This week she has the numbers for the first 4 days.
What is the mean number of students for the four days?
A) 124
B) 127
C) 136
D) 139
D) 139
500
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A store sells necklaces. The price of a necklace is directly proportional to its length. A 9-inch necklace sells for $147. How much would a 21-inch necklace cost?
A) $343
B) $392
C) $441
D)$490
A) $343
500
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Two whole numbers have a greatest common factor of 2 and a least common multiple of 60. One number is 10. What is the other number?
12
500
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Allie bought two movie tickets for $7.50 each, three sodas for $2.50 each, a tub of popcorn for $6.50, and some candy. She spent a total of $32.00. How much did the candy cost?
$3.00
500
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A net for a three-dimensional figure is shown. The net is composed of 4 congruent equilateral triangles.
What is the approximate surface area of the three-dimensional figure?
A) 131 cm2
B) 250 cm2
C) 262 cm2
D) 500 cm2
B) 250 cm2
500
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Lydia has to take 4 math tests.
She wants her test average to be at least 90.
Her grades for the first 3 tests were 96, 88, and 94.
What is the lowest test grade she can make on the 4th test that will allow her to have at least a 90 average?
A) 80
B) 82
C) 86
D) 90
B) 82