Free Printable Benchmark Reveiw

1.

Ms. Taylor is knitting socks. It takes her $\frac{1}{4}$ hour to knit one pair of socks. She has a meeting to go to in 3 $\frac{1}{2}$ hours. How many pairs of socks can she knit before her meeting?

a)

28 pairs of socks

b)

14 pairs of socks

c)

10 pairs of socks

d)

$\frac{7}{8}$ pairs of socks

2.

Alex bought $9\ \frac{2}{3}$ pounds of hamburger meat for a cookout. He plans to make $\frac{1}{3}$ pound hamburgers. What is the maximum number of $\frac{1}{3}$ pound hamburgers Alex can make?

a)

29 burgers

b)

27 burgers

c)

5 burgers

d)

3 burgers

3.

The school librarian has 248 books on 7 shelves. If each shelf holds the same number of books, which statement shows how many books will be placed on the shelves, and how many will be left over?

a)

35 books on each shelf with 3 left over

b)

35 books on each shelf with 4 left over

c)

34 books on each shelf with 7 left over

d)

34 books on each shelf with 14 left over

4.

A local charity raised $7,280 selling T-shirts. Each T-shirt cost $16.

The charity sold....

a)

405 T-shirts

b)

455 T-shirts

c)

605 T-shirts

d)

655 T-shirts

5.

$7,896\div16\ =?$

a)

494

b)

493.5

c)

493

d)

492.5

6.

What is 1.34 multiplied by 0.32 when rounded to the nearest hundredth?

a)

0.42

b)

0.428

c)

0.429

d)

0.43

7.

At lunch, a student spends $1.85 for a sandwich, $1.15 for a drink, $0.65 for a bag of chips, and $1.10 for two apples. How much money does the student spend at lunch, in dollars and cents?

**You do not have to enter the dollar sign**

(a)

8.

What is the product of 27.42 and 17.5?

a)

47.985

b)

479.85

c)

4,798.5

d)

47,985

9.

Two numbers are given.

64 and 100

What is the greatest common factor of these two numbers?

(a)

10.

What is the least common multiple and the greatest common factor of the numbers 9 and 6?

a)

greatest common factor: 36

least common multiple: 3

b)

greatest common factor: 6

least common multiple: 18

c)

greatest common factor: 3

least common multiple: 36

d)

greatest common factor: 3

least common multiple: 18

11.

What is the least common multiple of 7 and 12?

a)

7

b)

12

c)

35

d)

84

12.

Jack and three of his friends shared a pizza. The total bill was $21.60. If the bill is split evenly, how much would each person pay?

a)

$7.20

b)

$6.40

c)

$5.40

d)

$5.00

13.

What is the value of $78.5\ -\ 9.623$ ?

(a)

14.

What is $\frac{3}{8}$ divided by $\frac{5}{8}$ ?

a)

$\frac{15}{64}$

b)

$\frac{3}{5}$

c)

$\frac{5}{3}$

d)

$\frac{64}{15}$

15.

-5

a)

The elevator went down 5 floors.

b)

I found 5 dollars in my pocket.

c)

I deposited 5 dollars in my bank account.

d)

The temperature increased 5 degrees.

16.

A submarine was 1800 ft below sea level.

a)

-1000

b)

-800

c)

-1800

d)

300

17.

Which is less and why? -5 or -6

a)

-6 because 6 is less than 5

b)

-6 because it is farther to the right on the number line

c)

-6 because it is farther to the left on the number line

18.

Negative integers are integers that are ________ than zero.

a)

less

b)

greater

19.

Positive integers are integers that are ____________ than zero.

a)

less

b)

greater

20.

Three degrees below zero.

a)

0

b)

-3

c)

3

d)

-.03

21.

Choose ALL the correct corresponding statements for: 7

a)

A gain of 7 yards

b)

A loss of 7 yards

c)

The elevator went up 7 floors.

d)

The temperature rose 7 degrees.

22.

Which quadrant contains the point named by (2, 5)?

a)

Quadrant I

b)

Quadrant II

c)

Quadrant III

d)

Quadrant IV

23.

In which quadrant is the following point?
(-3, 12)

a)

Quadrant I

b)

Quadrant II

c)

Quadrant III

d)

Quadrant IV

24.

What letter is located at (8, 5)?

a)

A

b)

B

c)

C

d)

D

25.

Where is point E located?

a)

( 2, 0 )

b)

( 2 , 2 )

c)

( 0 , 2 )

d)

( 0 , 0 )

26.

Name the quadrant where POINT A is located.

a)

Quadrant I

b)

Quadrant IV

c)

No Quadrant

d)

Quadrant II

27.

Reflect the point (2, -4) over the y-axis.

a)

(-4, 2)

b)

(-2, 4)

c)

(-2, -4)

d)

(2, 4)

28.

What does this show?

a)

reflection over the y-axis

b)

reflection over the y-coordinate

c)

reflection over the x-axis

d)

reflection over the x-coordinate

29.

What is the reflection of D (4, 3) over the y-axis?

a)

D' (3, 4)

b)

D' (-3, -4)

c)

D (-4, 3)

d)

D (-4, -3)

30.

What is the reflection of C (0,-4) over the x-axis?

a)

C' (-0, 4)

b)

C' (4, 0)

c)

C' (0, 4)

d)

C' (-4, 0)

31.

The point (-2, -3) is in which quadrant?

a)

1

b)

2

c)

3

d)

4

32.

what is the absolute value of -|14|? (The opposite of the absolute value of 14)

a)

14

b)

21

c)

33

d)

-14

33.

what is the absolute value of -|24|?

a)

-24

b)

24

c)

98

d)

11

34.

What is the absolute value of |55|?

a)

-55

b)

45

c)

55

d)

--55

35.

Is absolute value always positive?

a)

yes

b)

no

36.

What is the opposite of zero?

a)

1

b)

-1

c)

0

37.

l - 4 l + l -1 l

a)

5

b)

3

c)

4

d)

-5

38.

|-61| ____ |5|

a)

<

b)

>

c)

=

39.

#1-5: Find the coordinates of each point A-E in the graph. Hint: The points are placed at either whole numbers, quarters, or halves.

What is the coordinate pair for A?

a)

A (2, -3)

b)

A (-2.25, -3)

c)

A (2.25, -3)

40.

#1-5: Find the coordinates of each point A-E in the graph. Hint: The points are placed at either whole numbers, quarters, or halves.

What is the coordinate pair for A?

a)

A (2, -3)

b)

A (-2.25, -3)

c)

A (2.25, -3)

41.

What is the coordinate pair for B?

a)

B (-1 ½ , -2)

b)

B (1, 2)

c)

B (1 ½ , 2)

42.

What is the coordinate pair for C?

a)

C (-1.75, 1)

b)

C (1.75, 1)

c)

C (-1.75, -1)

43.

What is the coordinate pair for D?

a)

D (1.50, -2)

b)

D (2, 2)

c)

D (2 ¼, -2)

44.

What is the coordinate pair for E?

a)

E (1, 2.25)

b)

E (-1, -2.25)

c)

E (1, 2)

45.

Find the distance between points A & D.

a)

2 1/2 units

b)

1 unit

c)

1 1/2 units

46.

Find the distance between points B & D.

a)

3.75 units

b)

3 units

c)

2.75 units

47.

Area is measured in ....

a)

Square units

b)

Cubic units

c)

$units^2$

d)

$units^3$

48.

Select all that describe volume

a)

measures the outside

b)

measures the inside

c)

square units

d)

cubic units

e)

3 dimensions

49.

Select all that describe surface area,

a)

measures the outside

b)

measures the inside

c)

square units

d)

cubic units

e)

2 dimensions

50.

Larry says a 2D triangle with a base of 6in. and an area of 15.6 square inches has a height of 2.6 inches. Sharon disagrees and says the height is 5.2 inches. Who is correct?

a)

Larry

b)

Sharon

c)

They are both correct

d)

Both are incorrect

51.

Mr. Hilton is buying new tile for his kitchen floor. The dimensions, in feet, of the kitchen floor are shown. What is the area of the kitchen floor?

a)

96 feet

b)

96 square feet

c)

52 feet

d)

52 square feet

52.

Mr. Hilton is buying new tile for his kitchen floor, which has an area of 96 square units. The dimensions, in feet, of the kitchen floor are shown. If each tile has an area of $\frac{1}{4}$ square foot. How many tiles will Mr. Hilton need to cover his kitchen floor? (Hint: use division.)

a)

384 tiles

b)

204 tiles

c)

24 tiles

d)

13 tiles

53.

A rectangular prism has a length of 4.5 feet, a width of 6.5 feet and a height of 8 feet. What is the volume of the prism?

a)

234 square units

b)

234 cubic units

c)

117 square units

d)

117 cubic units

54.

A triangular prism has a length of 4.5 feet, a width of 6.5 feet and a height of 8 feet. What is the volume of the prism?

a)

234 square units

b)

234 cubic units

c)

117 square units

d)

117 cubic units

55.

The volume of a triangular prism is 168 cubic meters, with a height of 8 meters. Anna says the area of the base is 21 square meters, but Conner disagrees. He thinks the area of the base is 42 square meters. Who is correct?

a)

Conner is correct

b)

Anna is correct

56.

Which 3-dimensional figure is represented by the net below?

a)

Square Pyramid

b)

Triangular Pyramid

c)

Triangular Prism

d)

Rectangular Prism

e)

Cube

57.

Which 3-dimensional figure is represented by the net below?

a)

Square Pyramid

b)

Triangular Pyramid

c)

Triangular Prism

d)

Rectangular Prism

e)

Cube

58.

Which 3-dimensional figure is represented by the net below?

a)

Square Pyramid

b)

Triangular Pyramid

c)

Triangular Prism

d)

Rectangular Prism

e)

Cube

59.

Which 3-dimensional figure is represented by the net below?

a)

Square Pyramid

b)

Triangular Pyramid

c)

Triangular Prism

d)

Rectangular Prism

e)

Cube

60.

Which 3-dimensional figure is represented by the net below?

a)

Square Pyramid

b)

Triangular Pyramid

c)

Triangular Prism

d)

Rectangular Prism

e)

Cube

61.

What area formulas would you need to help you calculate the surface area of the rectangular prism?

a)

$A=bh$

b)

$A=lw$

c)

$A=\frac{1}{2}bh$

d)

$A=\frac{1}{2}h\left(b_1+b_2\right)$

62.

Calculate the Surface area of the rectangular prism

a)

124 square inches

b)

248 square inches

c)

62 square inches

63.

What area formulas would you need to help you find the surface area of a square pyramid?

a)

$A=\frac{bh}{2}$

b)

$A=\frac{1}{2}bh$

c)

$A=bh$

d)

$A=\frac{1}{2}h\left(b_1+b_2\right)$

64.

What is the Surface Area of the Square Pyramid?

a)

64 square units

b)

768 square units

c)

120 square units

d)

64 cubic units

e)

120 cubic units

65.

What area formulas would you need to help you find the surface area of a triangular prism?

a)

$A=\frac{bh}{2}$

b)

$A=\frac{1}{2}bh$

c)

$A=bh$

d)

$A=\frac{1}{2}h\left(b_1+b_2\right)$

66.

Calculate the surface area of the triangular prism.

a)

170 square centimeters

b)

160 square centimeters

c)

190 square centimeters

d)

170 cubic centimeters

e)

190 cubic centimeters

67.

Write each product using an exponent.
7 x 7 x 7 x 7 x 7 x 7 x 7 x 7

a)

7⁷

b)

7⁸

c)

8⁷

d)

7⁹

68.

How would 8⁶ be represented?

a)

8 x 6

b)

8 x 8 x 8 x 8 x 8 x 8

c)

6 x 6 x 6 x 6 x 6 x 6 x 6 x 6

d)

6 x 8

69.

5⁴

a)

20

b)

625

c)

265

d)

24

70.

Which is GREATER?
2⁷ or 7²

a)

2⁷

b)

7²

c)

Neither, they are equal

71.

What step would I do second?
(4 - 2) x 9 + 7 =

a)

multiplication

b)

subtraction

c)

addition

d)

dividing

72.

What does the (E) in PEMDAS mean?

a)

experience

b)

exponents

c)

examples

d)

evidence

73.

(15 ÷ 3)² + 9 ÷ 3

a)

11.3

b)

28

c)

13

74.

(52 ÷ 4) + 5³

a)

28

b)

38

c)

138

75.

Which expression is the same as 9 more than 6 times a number?

a)

6n + 9

b)

9n + 6

c)

6 + n + 9

d)

6n x 9

76.

Which expression means the same as 12 more than a number?

a)

12 + n

b)

n + 12

77.

Which of the following expressions shows 7 subtracted from the sum of a number and 3?

a)

7 - 3n

b)

7n + 3

c)

n - 7 + 3

d)

(n + 3) -7

78.

Which is the coefficient in the expression 5n + 6 - 2?

a)

n

b)

2

c)

5

d)

6

79.

Which of the following describes the expression below?

15n - 5

a)

5 less than the product of 15 and n

b)

5 less than the sum of 15 and a number

c)

the sum of 15, a number, and 5

d)

the product of 15, a number, and 5

80.

What is the constant in the following expression?

5n + 9

a)

5

b)

n

c)

+

d)

9

81.

What is the value of the expression

9x + 4y

when x=4 and y=8?

a)

26

b)

36

c)

68

d)

90

82.

Mrs. Bradley sponsored Ms. DeRossette in her walkathon. The amount, in dollars, she will pledge can be found by using the exression 10 + 5k, where k is the number of kilometers walked. How much money will Mrs. Bradley pledge if Ms. D walks 6 kilometers?

a)

$15

b)

$30

c)

$40

d)

$90

83.

The cost of a car lease, in dollars, can be found by using the expression 2500 + 325m, where m is the number of months. How much will it cost Mrs. Nelson to lease a car for 6 months?

a)

$900

b)

$1950

c)

$2825

d)

$4450

84.

Evaluate the expression 3 x 15s - 6h

when s = 1.5 and h = 3.

a)

67.5

b)

49.5

c)

26.25

d)

15.5

85.

The key word quotient means to

a)

divide

b)

multiply

c)

add

d)

subtract

86.

Which expression is same as twice a number?

a)

2 + b

b)

2/b

c)

2b

d)

b + 2

87.

Which equation describes the table?

a)

y = 1/4x

b)

y = 4 - x

c)

y = 4 + x

d)

y = 4x

88.

What is the missing value in the table?

a)

11

b)

24

c)

8

d)

9

89.

What is the missing value?

a)

12

b)

20

c)

26

d)

16

90.

Which equation matches the table?

a)

c = 2h

b)

c = 6h

c)

c = 10h

d)

c = 12h

91.

What is the first step (after setting up your workspace) in solving this equation:
5x + 7 = 12

a)

Divide by 5

b)

Subtract 5

c)

Multiply by 7

d)

Subtract 7

92.

Solve for x:
8x - 10 = -34

a)

4

b)

3

c)

-3

d)

-24

93.

Solve for w:
-6w + 1 = -11

a)

2

b)

1.2

c)

12

d)

-2

94.

Solve x - 2 = -1

a)

-1

b)

1

c)

3

d)

-3

95.

Solve for the variable.
3x = -27

a)

x=9

b)

x=-30

c)

x=-9

d)

x=-24

96.

Solve for " x" ?
4x-6=30

a)

9

b)

13

c)

36

d)

4

97.

Which expression is not equivalent to 18r + 36q?

a)

9(2r + 4q)

b)

36q + 18r

c)

6(6q + 3r)

d)

18(r + 2)

98.

Some students volunteer to plant trees in a new park. They can plant 8 trees per hour. Which statement is FALSE?

a)

In 7 hours, the students plant 56 trees.

b)

The equation s=8h represents the relationship between s and h.

c)

The students need 3 hours to plant 24 trees.

d)

The students need 16 hours to plant 2 trees.

99.

What is
-4j - 1 - 4j + 6 simplified?

a)

8j + 5

b)

8j - 5

c)

-8j + 5

d)

-8j - 5

100.

Write
4p - 7 + 6p + 10
in simplest form.

a)

-2p + 3

b)

10p + 3

c)

10p - 17

d)

10p - 3

101.

Which expression is equivalent to 6(5 - q)

a)

30 - q

b)

30 - 6q

c)

30 + q

d)

30 + 6q

102.

Which expression is equivalent to
(d + 2)(-7)

a)

-7d + 14

b)

7d - 14

c)

-7d - 14

d)

7d + 14

103.

Which expression is equivalent to 4(x - 6y)

a)

24xy

b)

-24xy

c)

4x + 24y

d)

4x - 24y

104.

Abby had 100 movies. Each week she would give 4 away to charities.
Which equation would describe the relationship between the number of movies Abby has and the number of weeks.

a)

y= 100 - 4x

b)

y= 4x + 100

c)

y= 4x - 100

d)

y= 100 + 4x

105.

Which equation describes the table shown:

a)

y = 1x + 2

b)

y = 1x - 2

c)

y = 2x + 1

d)

y = -2x + 2

106.

Emily had $50. Every week she babysits she gets $20.
Which equation describes the relationship between Emily's total money (s) and the number of weeks she babysits (w)

a)

s=50+200w

b)

s=200+50w

c)

s=20+50w

d)

s=50+20w

107.

Lindsay had $40. She works at the grocery store and earns $15 each day.
Which equation shows the relationship between Lindsay's savings (y) and the number of days Lindsay works (x)

a)

y = 15x + 40

b)

x = 15y + 40

c)

y = 40x + 15

d)

y = 40 - 15x

108.

Which is an equivalent expression for 30p + 25q - 20?

a)

5p(6 + 5q -4)

b)

35pq

c)

5(6p + 5q -4)

d)

5pq(6 + 5 -4)

109.

Select all the expressions that are equivalent to 3x + 9. There are 3 correct answers.

a)

3(x + 3)

b)

2(x + 4) + (x + 1)

c)

(x + 5) + 2(x - 2)

d)

(x + 3) + (x + 3) + (x + 3)

e)

3(x + 3) + 2x

110.

Complete the table for each value of k. Are the expressions equivalent?

a)

1; 30, 30

2; 60, 60

Yes, the expressions are equivalent.

b)

1; 18k + 12, 18k + 12

2; 36k +12, 36k + 12

Yes, the expressions are equivalent.

c)

1; 30, 30

2; 60, 60

No, the expressions are not equivalent.

d)

1; 18k + 12, 18k + 12

2; 36k +12, 36k +12

No, the expressions are not equivalent.

111.

Select each pair of expressions that are equivalent. There are 3 correct answers.

a)

4 + 12x and 4(3x + 1)

b)

9x and 2 × 4(x + 1) -1

c)

5(x - 1) + (1 - x) and 6x - 4

d)

2(x + 1) + (x - 1) and 3x + 1

e)

7x + 1/3 - 5x + 1 1/3 and 2x + 1 2/3

112.

Identify an equivalent expression for 3(0.2y - 0.8).

a)

3(0.2) - 3(0.8)

b)

3.2y - 3.8

c)

0.6y - 2.4

d)

-1.8y

113.

Which of the following expressions are equivalent?

I. 8(j + 3) II. 8j + 24 III. 4(2j + 6)

a)

I and II only

b)

I and III only

c)

II and III only

d)

I, II, and III

114.

Simplify 2.8(20.5i + 42.3) + (22.2 + 7.5i).

a)

57.4i + 42.3 + 22.2 + 7.5i

b)

155.3i

c)

57.4i + 118.44 + 22.2 + 7.5i

d)

140.64 + 64.9i

115.

Bethany earns $10 plus $25 per hour. John performs two tasks per shift and earns $10 plus $10 per hour for one task, and $15 per hour for the other task. At the end of a shift, do Bethany and John earn the same amount?

a)

Yes, they both earn $10h + $25

b)

Yes, they both earn $25h + $10.

c)

No, Bethany earns $10h + $25 and John earns $25h + $10.

d)

No, Bethany earns $25h +$10 and John earns $10h + $25.

116.

Select all the expressions that are equivalent to 4x + 16. There are 3 correct answers.

a)

(x + 4) + (3x + 4)

b)

(3x + 9) + (x + 3)

c)

4(x + 4)

d)

2(2x + 8)

e)

3(x + 5) + x + 1

117.

Complete the table for each value of n. Are the expressions equivalent.

a)

1; 8n + 10, 8n + 14

2; 16n + 20, 16n +28

The expressions are equivalent.

b)

1; 8n + 20, 8n + 14

2; 16n + 20, 16n + 28

The expressions are not equivalent.

c)

1; 28n, 21n

2; 21n, 23n

The expressions are equivalent.

d)

1; 28, 22

2; 36, 30

The expressions are not equivalent.

118.

Select each pair of expressions that are NOT equivalent. There are 3 correct answers.

a)

$\frac{1}{5}\left(10a-60\right)+\frac{1}{4}\left(8a\ -\ 48\right)and\ 4\left(a-6\right)$

b)

$3\left(2+2e\right)\ and\ 2\left(3e+3\right)$

c)

$\left(2\ \times\ 3\right)\ \left(8c\ +\ 5\right)\ and\ 8\left(6c\ +\ 5\right)$

d)

$1\left(d+1\right)-0\left(d+1\right)\ and\ \left(d+1\right)$

e)

$7.2b+7.2b+7.2b+2.4\ and\ 2.4\ \left(9.1b+10\right)$

119.

Select an equivalent expression for

2g + 8 + 2g + 12 + 2g + 4 - 2g + 4.

a)

32g

b)

8g + 28

c)

4g + 28

d)

36g

120.

Which of the following expressions are equivalent?

$i.\ \frac{1}{2}\left(8r\ +\ \frac{1}{2}\right)\ \ \ ii.\ \frac{1}{4}\left(16r\ +\ 1\right)\ \ \ iii.\ 4r\ +\ 4$

a)

I and II only

b)

I and III only

c)

II and III only

d)

I, II, and III

121.

Select an equivalent expression for 64.8 + 26.4t.

a)

91.2t

b)

4(16.2 + 6.6t)

c)

26.4(64.8 + t)

d)

(64.8 + 26.4)t

122.

What is the value of n in the equation
n + n + n = 60?

a)

10

b)

20

c)

30

123.

Which number can be placed in the box to make the number sentence true?
12 + 9 < ______ + 15

a)

3

b)

4

c)

6

d)

7

124.

What is the solution to the equation
x − 6 = 3?

a)

3

b)

9

c)

18

125.

What is the value of s in the equation
s − 3.84 = 7.62?

a)

3.78

b)

4.22

c)

10.46

d)

11.46

126.

Which value of p makes the equation
5.9 + p = 19.5 true?

a)

3.3

b)

13.6

c)

25.4

127.

In the equation below, what number is represented by each square?
8 + ___ + ___ + ___ + ___ = 36

a)

3

b)

4

c)

7

d)

11

128.

What is the smallest whole number that is a solution to 3x > 21?

a)

6

b)

7

c)

8

d)

9

129.

Which expression goes in the box to make the equation true?
3 x ( 5 + 6 ) = ________ x 3

a)

3 + 3

b)

3 + 5

c)

3 + 6

d)

3 + 8

130.

Which number goes in the box to make a true statement?
( ___ + 4) + 9 = 9 + (11 + 7)

a)

13

b)

14

c)

18

d)

27

131.

What is the value of p in the equation
p + 6 = 48?

a)

288

b)

56

c)

42

132.

15a > 75. Substitute 5 for a.

a)

TRUE

b)

FALSE

133.

23 + b = 30. Substitute 10 for b.

a)

TRUE

b)

FALSE

134.

20 > 86 - h. Substitute 46 for h.

a)

TRUE

b)

FALSE

135.

32 > 8m. Substitute 5 for m.

a)

TRUE

b)

FALSE

136.

.25f < 3. Substitute 8 for f.

a)

TRUE

b)

FALSE

137.

Determine which statement or statements are true.

texts sent = 2 , calls made = 6

A. For every 6 texts sent there were 2 calls made

B. For every 6 calls made there were 2 texts sent

C. The ratio of calls made to texts sent was 2:6

D. The ratio of texts sent to calls made was 6:2

a)

A and B

b)

B

c)

A and C

d)

C and D

138.

At the movie theater the ratio of small popcorns sold to large popcorns sold was 5:9.

For every _____ large popcorns sold there are _____ small popcorns sold.

a)

5, 9

b)

5, 14

c)

9, 5

d)

14, 9

139.

Zoey earned 5 points for every 6 books she read. So if she read only 1 book she would have earned ____ of a point.

a)

5 points

b)

6 point

c)

$\frac{5}{7}$ of a point

d)

$\frac{5}{6}$ points

140.

Jose travelled 70 kilometers in7 days. What is the rate he travelled per day?

a)

Jose travels 9 kilometers per day.

b)

Jose travels 7 kilometers per day.

c)

Jose travels 10 kilometers per day.

d)

Jose travels $\frac{1}{10}$ of a kilometer per day.

141.

Dax made $10 dollars when a group of 2 people entered his museum. This is a rate of ___ dollar per person.

a)

$12 per person

b)

$8 per person

c)

$5 per person

d)

$4 per person

142.

What is the rule?

a)

Add 1

b)

Subtract 1

c)

Divide by 1

d)

Multiply by 1

143.

Find the missing value (number).

a)

56

b)

40

c)

38

d)

48

144.

Find the missing value (number).

a)

11

b)

21

c)

31

d)

41

145.

For every 9 miles Dax jogged, Albert jogged 2 miles. If Dax jogged 1 mile, how far would Albert have jogged?

a)

$4\ \frac{1}{2}$ miles

b)

$\frac{2}{9}$ of a mile

c)

2 miles

d)

9 miles

146.

Determine which statement or statements are true.

pushups = 6 , sit-ups = 9

A. For every 9 pushups done there were 6 sit-ups done

B. The ratio of pushups done to sit-ups done is 6:9

C. For every 6 pushups done there were 9 sit-ups done

D. The ratio of sit-ups done to pushups done is 6:9

a)

A and B

b)

B and C

c)

C and D

d)

A and D

147.

In this graph, which of the following represents

the x ?

a)

The miles

b)

The hours

c)

Henry

d)

The plot

148.

In this graph, which of the following represents

the y ?

a)

The miles

b)

The hours

c)

Henry

d)

The plot

149.

In this graph, how many miles would Henry have travelled after 4 hours?

a)

3

b)

6

c)

9

d)

12

150.

In this graph, how many books were printed at the 5th minute?

a)

5

b)

20

c)

10

d)

1

151.

How many different ways are there to write a ratio?

a)

1

b)

2

c)

3

d)

4

Benchmark Reveiw

Total questions: 151

Worksheet time: 5hrs 30mins

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