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Benchmark Review

Total questions: 112

Worksheet time: 6hrs 59mins

Name
Class
Date
1.

Sarah walked at a constant speed of 20 blocks per hour. If she walked for 30 minutes how many blocks did she walk?

a)

60 blocks

b)

15 blocks

c)

10 blocks

2.

Harry ran for 2 hours. If he ran a total of 6 miles, what was his speed? (think miles per hour)

a)

2 miles per hour

b)

12 miles per hour

c)

3 miles per hour

3.

If Courtney drove at a constant speed of 65 miles per hour for 5.5 hours, how many total miles did he drive?

a)

357.5 miles

b)

11.8 miles per hour

c)

350 miles

4.

Ellie drove her car at a constant speed of 70 miles per hour. If she drives for 120 minutes, how many miles will she drive?

a)

600 miles

b)

2.4 miles

c)

140 miles

5.

Maggie lives 15 km away from her friend. If she walks at a constant speed of 5 km per hour, how long will it take her to get to her friends house?

a)

2 hours

b)

3 hours

c)

2.5 hours

d)

3 km/hour

6.

How do you calculate speed? (rate)

a)

divide the time by the distance (time/distance)

b)

Divide the distance by the time (distance/time)

c)

multiply the distance by the time (distance x time)

d)

multiply the speed by the time (speed x time)

7.

How do you calculate distance?

a)

Divide the speed by the time (speed/time)

b)

Multiply the rate of speed by the time (rate x time)

c)

divide the rate by the distance

8.

What are the underlined words?

Mike can run 50 miles per hour. If he ran for 3 hours, how far would he get?

a)

Distance

b)

Rate of Speed

c)

Time

9.

What are the underlined words?

Mike can run 50 miles per hour. If he ran for 3 hours, how far would he get?

a)

Distance

b)

Rate of Speed

c)

Time

10.

What speed would Charlie have to travel at to go 150 miles in 5 hours?

a)

45 miles per hour

b)

20 miles per hour

c)

30 miles per hour

d)

3 miles per hour

11.

Julie and her friend, Brittney, took turns driving during their road trip. Julie drove for 2 hours at a constant speed of 55 miles per hour. Brittney drove for 3 hours at a constant speed of 60 miles per hour. How many miles did they drive altogether?

a)

110 miles

b)

290 miles

c)

120 miles

d)

575 miles

12.
Convert 4 pints to quarts.
Remember:  2 Pints = 1 Quart
a)
4 Pints = 1 Quart
b)
4 Pints = 2 Quarts
c)
4 Pints = 4 Quarts
d)
4 Pints = 8 Quarts
13.
How many quarts are in a gallon?
a)
4
b)
3
c)
2
d)
1
14.

10 yards = _______ feet.

a)

360

b)

3.5

c)

30

d)

120

15.

48 inches = _______ feet

a)

16

b)

1 1/2

c)

4

d)

144

16.
_______ pints = 8 cups
Remember:  There are 2 cups in 1 Pint.
a)
16
b)
8
c)
4
d)
2
17.
Selena's favorite basketball player is 6 feet 8 inches tall.  How tall is Selena's favorite basketball player in inches?
a)
68 inches
b)
76 inches
c)
80 inches
d)
84 inches
18.
Each Thanksgiving in Temple, there is a 5-mile road race.  How many feet are there in 5 miles?
1 Mile = 1,760 Yards
1 Yard = 3 Feet
a)
4,400 feet
b)
8,800 feet
c)
17,600 feet
d)
26,400 feet
19.
The base unit for mass is the
a)
meter
b)
gram
c)
kilogram
d)
liter
20.
How many grams are in a kilogram
a)
1,000 grams 
b)
100 grams
c)
10 grams 
d)
1 gram
21.

3 kg = ___g

a)

150

b)

3000

c)

300

d)

3

22.
Is 4,000 mg greater than, less than, or equal to 4 g?
a)
greater than
b)
less than
c)
equal to
23.
2.439 g = __________mg
a)
.002439
b)
2.439
c)
2439.
d)
243.9
24.
4.7 kg = _______g
a)
470
b)
.0047
c)
4,700
d)
4.70
25.
10 m = _______cm
a)
100 cm
b)
1,000 cm
c)
1 m
d)
10 m
26.
1 m = ______ cm
a)
1
b)
10
c)
100
d)
1,000
27.
Ivan ran 3 kilometers last week. How many meters did he run?
a)
300
b)
3,000
c)
30
d)
1,000
28.
Cheryl is moving to a new house.  Her old house is 6 kilometers from her new house.  How many meters is the old house from the new house?
a)
6 meters
b)
60 meters
c)
600 meters
d)
6,000 meters
29.
convert 30 cm to m
a)
300
b)
3
c)
0.03
d)
0.3 m
30.
convert 12 mm to m
a)
0.12
b)
0.012
c)
1.2
d)
0.0012
31.

Convert 1.7 km to m

a)

1700

b)

17

c)

170

d)

0.17

32.
a)
a
b)
b
c)
c
d)
d
33.
a)
a
b)
b
c)
c
d)
d
34.
a)
a
b)
b
c)
c
d)
d
35.
a)
a
b)
b
c)
c
d)
d
36.
If Justin can type 408 words in 4 minutes, how many words can he type per minute?
a)
102 words per minute
b)
100 words per minute
c)
400 words per minute
d)
412 words per minute
37.
Will spent $3.75 for 3 pounds of granola. What is his unit rate in dollars per pound?
a)
$1.25 per pound
b)
$1 per pound
c)
$2 per pound
d)
$1.50 per pound
38.
A store sees 120 customers in 8 hours. What is the unit rate (in customers per hour)?
a)
16 customers per hour
b)
15 customers per hour
c)
12 customers per hour
d)
20 customers per hour
39.
I paid $15.00 for 6 gallons of gasoline.
What was the price PER gallon?
a)
$0.40
b)
$9.00
c)
$2.50
d)
$0.90
40.
Simplify the ratio of
20 to 25
a)
1 to 5
b)
2 to 5
c)
3 to 5
d)
4 to 5
41.
56 is 35% of what number?
a)
70
b)
160
c)
62.5
d)
16
42.
Sally got 22 questions wrong on her quiz that had 40 questions on it. What is the percentage of the questions she got wrong?
a)
45%
b)
55%
c)
32%
d)
95%
43.
Greg took a test.  Out of 12 questions, he answered only nine correctly.  What percent of the questions did he score correctly?
a)
75%
b)
50%
c)
80%
d)
85%
44.
What is 14% of 80?
a)
14
b)
11.2
c)
24
d)
34
45.
What is 37% of 600?
a)
222
b)
370
c)
60
d)
110
46.
What percent of 200 is 28?
a)
20%
b)
30%
c)
14%
d)
28%
47.
In a class of 30 kids, 3 forgot to get their report cards signed. What percent is that?
a)
3%
b)
30%
c)
10%
d)
70%
48.
Express 2/5 as a decimal.
a)
0.2
b)
0.4
c)
0.5
d)
0.7
49.
Write 0.6 as a percent.
a)
6%
b)
60%
c)
0.6%
d)
600%
50.
Daniel has dinner at a restaurant and the cost of his meal is $28.00. Because of the service, he wants to leave a 20% tip. What is his total bill including tip?
a)
33.60
b)
40.00
c)
24.60
d)
30.50
51.

9 is 15% of ____

a)

20

b)

40

c)

60

d)

90

52.

16 is 40% of ______

a)

40

b)

16

c)

32

d)

48

53.

Joe is hiking on a weekend camping trip. He has walked 6 miles so far. This is 30% of the total distance. What is the total number of miles he will walk?

a)

180

b)

5

c)

20

d)

30

54.

19 is 95% of ____________

a)

20

b)

190

c)

195

d)

38

55.
Which axis runs vertically?
a)
x
b)
Y
56.
Which axis runs horizontally?
a)
x
b)
y
57.
How do you write an ordered pair?
a)
(X,X)
b)
(Y,X)
c)
(X,Y)
d)
(Y,Y)
58.
Ordered pair (0,0) is also known as the ___.
a)
y-axis
b)
x-axis
c)
origin
59.
Which letter matches the coordinate (4, -6)?
a)
G
b)
Z
c)
K
d)
None of the above
60.
Where is point E located?
a)
( 2, 0 )
b)
( 2 , 2 )
c)
( 0 , 2 )
d)
( 0 , 0 )
61.
Give the coordinates for POINT H.
a)
(-1, 2)
b)
(1, -2)
c)
(-1, -2)
d)
(1 , 2)
62.

What is the distance from Point A to Point B?

a)

8 units

b)

16 units

c)

0 units

d)

32 units

63.

The rectangle shown has coordinates (3, 2), (-2, 2), (-2, -1), (3, -1)

What is the length of the longest side of the rectangle?

a)

4 units

b)

5 units

c)

2 units

d)

3 units

64.

Points G, H, and I are plotted on the coordinate grid. How many units are between points G and H?

a)

15 units

b)

14 units

c)

10 units

d)

9 units

65.

What is length of the longest side of the rectangle?

a)

4 units

b)

15 units

c)

14 units

d)

8 units

66.

Find the distance between the two ordered pairs.

a)

5 units

b)

6 units

c)

7 units

d)

10 units

67.

Draw a coordinate plane. What is the distance between the following ordered pairs: (5, 6) and (5, 8)

a)

3 units

b)

4 units

c)

5 units

d)

2 units

68.

Draw a coordinate plane. Find the distance between the following ordered pairs: (0, 6) and (0, -4)

a)

6 units

b)

4 units

c)

10 units

d)

11 units

69.
Reflections over the x-axis change the ____-__________. 
a)
y-coordinate
b)
x-coordinate
c)
y-axis
d)
x-axis 
70.
Reflecting over the y-axis changes the ____-_____________. 
a)
x-axis
b)
x-coordinate
c)
y-coordinate
d)
none of the above
71.
Reflect about the y -axis
(-3 , -6)
a)
3,6
b)
-3,6
c)
3,-6
d)
3,6
72.
Reflect about the x-axis
(9, -1)
a)
9,1
b)
9,-1
c)
-9,-1
d)
-9,1
73.
1 ¼ × 2 ¾ =
a)
3 7/16
b)
1 1/2
c)
2 3/16
d)
4 1/4
74.
3 ⅗ x 2 ⅔ =
a)
5 6/15
b)
9 3/5
c)
6 2/5
d)
18/40
75.
Lori is baking cookies. Her recipe calls for 2/3 of a cup of milk.  Lori decides she wants to triple the recipe.  How much milk is needed?
a)
2/9
b)
4 ½
c)
1
d)
2
76.

What is the product of 2 1/2 x 3/4 in simplest form?

a)

1 5/8

b)

2 5/8

c)

1 7/8

d)

7/8

77.

Find the product and write the answer in simplest form:

8 1/3 x 2 2/3

a)

22 2/9

b)

16 2/9

c)

200/9

d)

10 2/9

78.

Tony's recipe for soup calls for 1 1/4 teaspoons of salt. He wants to use 1/2 that amount. How much salt will he use?

a)

3/8 teaspoon

b)

5/8 teaspoon

c)

3/4 teaspoon

d)

1 teaspooon

79.
¼ × ⅚ =
a)
1/4
b)
6/20
c)
5/24
d)
3/20
80.
2  ÷ 1/3
a)
2/6
b)
6
c)
1/3
d)
1/6
81.
2 3/4 × 12 =
a)
33
b)
24 3/4
c)
24 1/3
d)
120
82.
George has 1/3 pan of brownies. He eats 1/4 of them. What fraction did George eat?
a)
1/7
b)
1/4
c)
1/3
d)
1/12
83.

Which expression is correct for this problem?

a)

18 x ⅚

b)

18 ÷ ⅚

c)

⅚ ÷ 18

84.
Which expression is correct? 
a)
½ ÷ 7
b)
½ x 7
c)
7 ÷ ½
85.
A restaurant chef made 6 3/4 jars of pasta sauce. Each serving of pasta requires 3/4 of a jar of sauce. How many servings of pasta will the chef be able to prepare using the sauce?
a)
9 servings
b)
5 servings
86.
The serving size for the granola that Ted likes to eat for breakfast is 3/4 cup. How many servings are there in a box that holds 13 cups?
a)
There are 15 2/3 servings.
b)
There are 17 1/3 servings.
c)
There are 16 1/3 servings.
d)
There are 18 1/3 servings.
87.
The serving size for the granola that Ted likes to eat for breakfast is 3/4 cup. How many servings are there in a box that holds 13 cups?
a)
There are 15 2/3 servings.
b)
There are 17 1/3 servings.
c)
There are 16 1/3 servings.
d)
There are 18 1/3 servings.
88.
How many 1/2 cup servings are in a package of cheese that contains 5 1/4 cups altogether?
a)
  10 1/2 servings
b)
15 servings
c)
5 1/2 servings
d)
9 servings 
89.
2 x 2 x 2  or 23 is the prime factorization of
a)
6
b)
12
c)
22
d)
8
90.
What number is never allowed in a factor tree? 
a)
13 (it's bad luck!)
b)
1 
c)
8675309
d)
2
91.
Which is the prime factorization of 12? 
a)
2 x 6
b)
2 + 2 + 2 + 2 + 2 + 2 
c)
22 x 3
d)
1 x 22 x 3
92.
Using a Factor Tree, find the prime factorization of 75.  
a)
52 x 3
b)
5 x 5 x 3
c)
32 x 5
d)
15 x 5
93.
Create a factor tree and find the prime factorization for 80
a)
24⋅5
b)
42⋅5
c)
2⋅2⋅2
d)
8⋅5⋅2
94.
What is the GCF of 24 and 30?
a)
2
b)
12
c)
6
d)
3
95.
Find the GCF of 14 & 22.
a)
1
b)
2
c)
7
d)
14
96.
What is the GCF of 8 and 10?
a)
1
b)
3
c)
4
d)
2
97.
There are 40 girls and 32 boys who want to participate in 6th grade intramurals. If each team must
have the same number of girls and the same number of boys. What is the greatest number of teams that can participate in intramurals?
a)
6
b)
4
c)
8
d)
2
98.
Kiara baked 30 oatmeal cookies and 48 chocolate chip cookies to package in plastic containers
for her teacher friends at school. She wants to divide the cookies into identical containers so that each
container has the same number of each kind of cookie. If she wants each container to have the
greatest number of cookies possible, how many plastic containers does she need?
a)
2
b)
4
c)
6
d)
8
99.
There are 48 girls and 64 boys. 
The choir teacher plans to arrange the students in equal rows.
Only girls or boys will be in each row (no mixing of girls and boys in the same row). What is the greatest number of students that could be in each row?
a)
8
b)
6
c)
16
d)
12
100.
Shannon is making identical balloon arrangements for a party. She has 32 maroon balloons, 24 white
balloons, and 16 orange balloons. She wants each arrangement to have the same number of each
color. What is the greatest number of arrangements that she can make if every balloon is used?
a)
6
b)
2
c)
4
d)
8
101.

Find the least common multiple (LCM) of 2 and 3.

a)

2

b)

3

c)

6

d)

12

102.

Find the least common multiple (LCM) of 10 and 20.

a)

5

b)

10

c)

20

d)

40

103.

Find the least common multiple (LCM) of 6 and 12.

a)

3

b)

4

c)

6

d)

12

104.
Cups are sold 5 to a package and plates are sold 10 to a package. If you want to have the same number of each item for a party, what is the least number of packages of each you need to buy?
a)
30
b)
20
c)
50
d)
10
105.
If Juanita runs every third day and swims every fifth day, what is the first day that she will both run and swim again? 
a)
5
b)
15
c)
45
d)
30
106.
Calculate
7.8÷0.03
a)
2.6
b)
26
c)
260
d)
.26
107.

A babysitter earns $235 each day for keeping several children. If she babysat the children for 19 days in October, how much money did she earn?

a)

3645

b)

4654

c)

4465

d)

6445

108.

Lola sells jewelry. She sold 8 necklaces.


● She sells each necklace for $12.

● She spent $17 on supplies to make the necklaces.


Which expression shows the profit Lola earned after paying for the supplies?

a)

8 x 12 x 17

b)

8 x 12 - 17

c)

8 x (12 + 17)

d)

17 + 8 x 12

109.
Lisa had a board that was 18.93 inches long. She cut 2.09 inches off of the end. How long is the remainder of the board?
a)
2.19 inches
b)
21.02 inches
c)
1.684 inches
d)
16.84 inches
110.
Jacob bought 5 bottles of orange juice at a market. Each bottle cost $2.43. How much did the orange juice cost all together?
a)
$7.43
b)
$10.05
c)
$12.15
d)
$20.05
111.
Emily bought the following amounts of fruit at a fruit stand:
0.75 pounds of grapes
0.5 pounds of bananas
1.25 pounds of apples

How much did her fruit weigh altogether?
a)
0.25 pounds
b)
2.05 pounds
c)
2.50 pounds
d)
25.0 pounds
112.
A store is shipping 26 birdhouses to a park. Each birdhouse weighs 3.93 pounds. What is the total weight of the shipment?
a)
28.93 pounds
b)
31.44 pounds
c)
102.18 pounds
d)
102.48 pounds

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