wayground logo

Free Printable Worksheets

Font size

S
M
L
XL
Worksheets

6th grade Flex with Mrs. Henke 1/22-1/25

Total questions: 187

Worksheet time: 47hrs 45mins

Name
Class
Date
1.
Which is true?
a)
2 > -2
b)
2 < -4
c)
-2 < -4
d)
-4 > 4
2.
Where would -1 be on a number line?
a)
To the right of 0
b)
Beside 1
c)
One to the left of 0
d)
Two to the left of 0
3.
Which of the following temperatures is the COLDEST?
P: -13
Q: 59
R: -15
S: 32
a)
P
b)
Q
c)
R
d)
S
4.
1/4 of the eggs in an egg carton are cracked. What percent of the eggs are cracked?
a)
66%
b)
33%
c)
30%
d)
25%
5.

During a basketball game, Kylie made 15 out of 25 shots successfully. What was her percent of success?

a)

10%

b)

40%

c)

50%

d)

60%

e)

70%

6.
On a tree farm,15% of the trees planted are pine, 2/5 are oak, 1/4 are maple, and 1/5 are fruit trees. Of these four types of trees, which type has been planted the most?
a)
pine
b)
oak
c)
maple
d)
fruit
7.
Amaya has a rope 0.9 m long. Sierra a rope one and a half times as long as Amaya's. How long is Sierra's rope?
a)
0.45 m
b)
1.35 m
c)
1.80 m
d)
2.25 m
8.
a)
16 ft
b)
24 ft
c)
21 ft
d)
20 ft
9.
The distance to the beach is fifty miles more than twice the distance to the mountains. If m represents the distance to the mountains, which expression represents the distance to the beach? 
a)
50m
b)
2m + 50
c)
50m + 2
d)
100m + 50
10.
A triangle has two equal sides that are x cm long. The third side measures 3 cm more than each of the congruent sides. Which expression could be used to represent the perimeter of this triangle?
a)
4x + 6
b)
3x + 6
c)
3x + 3
d)
2x + 3
11.
If 7 points were added to Jayden's current math grade, his grade would be higher than 100. Which inequality best represents the possible values for Jane’s current math grade, g?
a)
g > 94
b)
g > 107
c)
g < 94
d)
g < 107
12.
What is the solution of the inequality 3/8x > 9?
a)
x > 216
b)
x > 72
c)
x > 24
d)
x > 14
13.
x + 12 = 20
a)
x = 32
b)
x = -32
c)
x = 8
d)
x = -8
14.
5.    6b = 30
a)
x = 36
b)
x = 24
c)
x = 180
d)
x = 5
15.
Solve the equation
3x = 27. 
a)
x = 24
b)
x = 81
c)
x = 9
16.
a)
x = 20
b)
x = 7
c)
x = 10
d)
x = 3
17.
a)
k = 152
b)
k = 176
c)
k = 5
d)
k = 27
18.
144=12z
a)
z=20
b)
z=11
c)
z=12
19.
What is the inverse operation needed to solve for p?
765 = p - 254
a)
subtraction
b)
addition
c)
multiplication
d)
division
20.
What equation matches this situation?
Robyn had some video games then bought 4 more.  Now she has a total of 10 games.
a)
v - 4 = 10
b)
v + 4 = 10
c)
10 - 4 = v
d)
Answer not Given
21.
2n=100
a)
N=10
b)
N=50
c)
N=20
22.

how would you solve this equation: 9x=153?

a)

multiply

b)

divide

c)

add

d)

subtract

23.
z + 45 = 92
a)
z = -47
b)
z = 137
c)
z = 47
d)
z = -137
24.
Find the variable.
13 + q = 56
a)
43
b)
40
c)
q
d)
42
25.
Simplify by combining like terms: 7v + 2 + 12 + 2v
a)
23
b)
23v
c)
9 + 14v
d)
9v + 14
26.
Simplify the following expression:
3 + 5x + 8 - 2x
a)
-3x2 - 11
b)
3x2 + 11
c)
11 - 3x
d)
11 + 3x
27.
What is the first step to solve this equation:
  3x = 44
a)
Add 3 to both sides
b)
Subtract 3 from both sides
c)
Multiply 3 on both sides
d)
Divide 3 on both sides.
28.
2( x + 9)
a)
18x
b)
9x
c)
2x + 18
29.
1467 + x = 1653
a)
x = 3120
b)
x = 186
c)
x = 286
d)
x = 3020
30.
What is the inverse operation of addition?
a)
Division
b)
Multiplication
c)
Addition
d)
Subtraction
31.
To Solve the Equation Below, you would?
x - 62 = 123
a)
add 62 to each side
b)
subtract 62 from each side
c)
multiply each side by 62
d)
Add 123 to each side
32.
a)
50
b)
-12.5
c)
-50
d)
12.5
33.
Solve the following equation
X + 8 = 15
a)
23
b)
-7
c)
7
d)
-23
34.
Solve the following equation 
8 = m - 12
a)
4
b)
0.5
c)
5.0
d)
20
35.
Solve the following equation
18 = 3b
a)
15
b)
6
c)
21
d)
54
36.
Solve the following equation
2y = 18
a)
36
b)
16
c)
9
d)
20
37.
Solve the following equation
c / 4 = 4
a)
1/4
b)
8
c)
1
d)
16
38.
Solve the equation:
x - 3 = -12
a)
x = 9 
b)
x = -15
c)
x = -9
d)
x = 15
39.
Solve the equation:
x - 5.5 = -10.5
a)
x = 15
b)
x = -15
c)
x = 5
d)
x = -5
40.
Solve for x:
a)
x = 20
b)
x = 7
c)
x = 10
d)
x = 3
41.
Which equation has w = 8 as the solution?
a)
8w= 64
b)
16w = 240
c)
16 - w = 9
d)
4 + w = 10
42.
Solve the equation:
20.5 = x + 4
a)
16.5
b)
16.05
c)
24.5
d)
24.05
43.
What is the inverse operation of subtraction?
a)
Subtraction
b)
Multiplication
c)
Division
d)
Addition
44.
What is the inverse operation of division?
a)
Division
b)
Multiplication
c)
Addition
d)
Subtraction
45.
In the equation
x + 7 = 12
7 is being added to the variable, x. How should you show your work to isolate the variable and solve the equation? 
a)
Subtract 7 from both sides. The solution is x = 5.
b)
Add 7 to both sides.
The solution is x = 19.
c)
Multiply both sides by 7 The solution is x = 84.
46.
The objective when solving an equation is to....
a)
isolate the variable.
b)
check the solution.
c)
guess and check.
d)
Combine Like Terms.
47.
What is the solution for x + 9 = 21
a)
10
b)
12
c)
11
d)
13
48.
a)
x = 20
b)
x = 7
c)
x = 10
d)
x = 3
49.
m+13=21
a)
m=34
b)
m=8
c)
m=273
d)
m=6
50.
k+8=15
a)
k=23
b)
k=10
c)
k=7
d)
k=11
51.
5.    6b = 30
a)
x = 36
b)
x = 24
c)
x = 180
d)
x = 5
52.
Solve the equation
3x = 27. 
a)
x = 24
b)
x = 81
c)
x = 9
53.
144=12z
a)
z=20
b)
z=11
c)
z=12
54.

Solve for x:

x + 19.46 = 245.3

a)

264.76

b)

12.6

c)

50.7

d)

225.84

55.
y - 4.6 = 12
a)
16.6
b)
5.8
c)
7.4
d)
Answer not Given
56.

x5=20\frac{x}{5}=20  

a)

100

b)

120

c)

4

d)

5

57.
17 = x + 3
a)
x = 20
b)
x = 14
c)
x = 13
d)
x = 19
58.

26 < p + 28

a)

p > -2

b)

p < -2

c)

p < 54

d)

p > 54

59.

Match the graph with its inequality.

a)

11 < a

b)

11 > a

c)

11 ≤ a

d)

11 ≥ a

60.
n - 30 = -32
a)
-62
b)
2
c)
-2
d)
62
61.
y - 13 ≤ -15
a)
y ≤ 2
b)
y ≤ -2
c)
y ≤ 28
d)
y ≤ -28
62.

Does the given value make the inequality true? 7x > 21, when x = 4

a)

True

b)

Not True

63.
126 < f + 32
a)
f > 94
b)
f < 96
c)
f < 94
d)
f < 55
64.

Solve

a)

z ≤ 1

b)

z > 9

c)

z ≤ 9

d)

z < 9

65.
18 + n = 31
a)
13
b)
49
66.
-4 + y < -8
a)
y < 4
b)
y < -12
c)
y < -4
d)
y < 12
67.
Does the given value make the inequality true?  x + 9 > 21, when x = 15
a)
True
b)
Not True
68.
x + 5 > 7
a)
x > -2
b)
x > 2
c)
x > 12
d)
x > -12
69.

Solve

5m < -10

a)

m < -2

b)

m > -2

c)

m < -50

d)

m > -50

70.
y + 7 ≥ 12
a)
y ≥ 5
b)
y ≤ 5 
c)
y ≥ 19 
d)
y ≤ 19
71.

Solve

a)

y < 139

b)

y ≥ 55

c)

y > 55

d)

y ≤ 139

72.
r - 14 ≥ 17
a)
r ≥ 3
b)
r ≥ -31
c)
r ≥ 31
d)
r ≥ -3
73.
x + 5 > 7
a)
x > -2
b)
x > 2
c)
x > 12
d)
x > -12
74.
r - 14 ≥ 17
a)
r ≥ 3
b)
r ≥ -31
c)
r ≥ 31
d)
r ≥ -3
75.
8x < 48
a)
x < -6
b)
x > -6
c)
x < 6
d)
x > 6
76.
Match the graph with its inequality.
a)
11 < a
b)
11 > a
c)
 11 ≤ a
d)
 11 ≥ a
77.
Pick the correct inequality.
a)
A
b)
B
c)
C
d)
D
78.
Does the given value make the inequality true?  x + 9 > 21, when x = 15
a)
True
b)
Not True
79.
Solve
a)
z≤1
b)
z>9
c)
z≤9
d)
z<9
80.

Level 1

Write an inequality for the statement:

You must be at least 48 inches tall to ride the bumper cars.

a)

h < 48

b)

h > 48

c)

h ≤ 48

d)

h ≥ 48

81.

Level 1

When do we switch the inequality symbol?

a)

when multiplying or dividing by a NEGATIVE

b)

when adding and subtracting a NEGATIVE

c)

we never switch the inequality

d)

When there is a negative in the problem

82.
What is the correct inequality for the following sentence?

Swim practice will be no more than 35 laps. 
a)
p ≤ 35
b)
p = 35
c)
p > 35 
d)
p< 35
83.

Charlie has some candy. He shares ten pieces with Betsy and is left with 24 pieces. Which equation should I use to solve this problem?

a)

x +10 = 24

b)

x - 10 = 24

c)

10x = 24

d)

x + 24 = 10

84.

Carol’s class had 25 students on roll. After some new students join her class, the number of students increases to 36. Write an equation to determine the number of students who joined Carol's class.

a)

25 + x = 36

b)

x – 36 = 25

c)

36x = 25

d)

36 + x = –25

85.

Which choice models this situation? Marcus needs to sell 25 tickets to a fundraiser by Friday. So far, he has sold 9 tickets. How many tickets does he still need to sell?

a)

t - 9 = 25

b)

t + 9 = 25

c)

9t = 25

d)

t/9 = 25

86.

Which choice models this situation?


Lisa finished a race in 58 seconds. This was 4 seconds faster than her best practice time. What was Lindsey's best practice time?

a)

t + 4 = 58

b)

t - 4 = 58

c)

4t = 58

d)

t/4 = 58

87.

Which choice models this situation?


Taylor has read 125 pages in a book. The book has a total of 262 pages. How many pages does she have left to read to finish the book?

a)

p - 125 = 262

b)

p + 125 = 262

c)

125p = 262

d)

p/125 = 262

88.

Which choice models this situation?


Last week, Tina worked 35 hours in 5 days. She worked the same number of hours each day. How many hours did she work each day?

a)

h - 5 = 35

b)

h + 5 = 35

c)

5h = 35

d)

h/5 = 35

89.

Which choice models this situation?


At Pierce County Middle School, there are 5 art classes with 24 students in each class. How many students altogether are in the art classes?

a)

s - 5 = 24

b)

s + 5 = 24

c)

5s = 24

d)

s/5 = 24

90.

Which choice models this situation?


Jack needed new pencils for school today. He took 6 pencils from a new box of pencils. If there are 18 pencils left in the box, how many pencils were in the brand new box?

a)

p - 6 = 18

b)

p + 6 = 18

c)

6p = 18

d)

p/6 = 18

91.

Which choice models this situation?


Anna participated in a read-a-thon. Mr. Cole pledged $4 per book and gave Anna $44. How many books did Anna read?

a)

b - 4 = 44

b)

b + 4 = 33

c)

4b = 44

d)

b/4 = 44

92.

Becky is preparing for her younger sister's birthday party. She splits a jar of lollilops evenly among 6 goody bags. Each bag ends up with 4 lollipops.


Which equation can you use to find the number of lollipops n in the jar?

a)

n/6 = 4

b)

n - 4 = 6

c)

4n = 6

d)

n + 6 = 4

93.

Which equation matches this situation: Alex scored 5 goals in the first half of the soccer season. He scored more goals during the second half of the season to make a total of 12 goals.

a)

12 - g = 5

b)

12 - 5 = g

c)

12 + 5 = g

d)

5 + g = 12

94.

Elena doubles the amount of money she had in her bank account and now has $346.

a)

2x = 346

b)

x2=346\frac{x}{2}=346

c)

x + 2 = 346

d)

x - 2 = 346

95.

Jimmy put all of the candy in his holiday candy stash into 5 piles. Each pile had 12 pieces in it. Which equation represents this situation?

a)

5c = 12

b)

12 - 5 = c

c)

c5=12\frac{c}{5}=12

d)

c12=5\frac{c}{12}=5

96.

Jennifer handed the cashier a $50 bill to purchase her items and received $23.50 in change. Which equation represents this situation using the variable, p, to represent the cost of her items.

a)

p + 23.5 = 50

b)

50 - p = 23.5

c)

50 - 23.5 = p

d)

23.50 - p = 50

97.

The 25 kids from Mr. B's class were combined with the kids in Ms. B's class for a total of 53 kids. Which equation shows this situation. Use a variable to represent the kids in Ms. B's class.

a)

25 + b = 53

b)

53 - 25 = b

c)

53 - b = 25

d)

25 - b = 53

98.

5 friends went out to eat. The bill was split evenly among the friends. They calculated that each had to pay $18.50. Which equation represents the situation using b for the total bill.

a)

18.5 - 5 = b

b)


18.5b= 5\frac{18.5}{b}=\ 5

c)

5b=18.5\frac{5}{b}=18.5

d)

b5=18.5\frac{b}{5}=18.5

99.

Bob weighed himself on a scale and found he weighs 123 pounds. Then, he picked up his cat and stood on the scale to find the total weight of 131 pounds. Which equation represents this situation using c as the weight of the cat?

a)

131 - c = 123

b)

123 + c = 131

c)

131 - 123 = c

d)

123 - c = 131

100.

The car moves at a speed of 35 miles per hour. This means that it travels 35 miles for every hours it drives. The total number of miles driven is 158 miles. Which equation represent the situation using h for the number of hours driven.

a)

35h=158\frac{35}{h}=158

b)

158h=35\frac{158}{h}=35

c)

35h = 158

d)

158 - 35 = h

101.

At the beginning of the game, there were 28 kids playing but some left. At the end of the game, there were only 15 kids. Which equation represents the situation using k for the kids who left?

a)

15 + k = 28

b)

28 - 15 = k

c)

28 - k = 15

d)


28k= 15\frac{28}{k}=\ 15

102.

Lola bought 14 cat toys for a total of $24.35. Which equation represents the situation using t for the cost of each toy?

a)

14 + t = 24.35

b)

14 - t = 24.35

c)

24.35 - t = 14

d)

14t = 24.35

103.

Karina played two softball games last week. She had a total of 9 hits. She had 4 hits in the first game. Write an equation to determine how many hits she got in the second game.

a)

9 - 4 = h

b)

4h = 9

c)

h + 4 = 9

d)

h + 9 = 4

104.

x + 5 = 7

a)

x = 1

b)

x = 2

c)

x = 9

d)

x = 3

105.

Bhadra has scored 174 points this basketball season. This is 29 points more than Will has scored. Write an equation to determine how many points Will has scored.

a)

x + 29 = 174

b)

29 - x = 174

c)

174 + 29 = x

d)

x - 29 = 174

106.

p - 9 = 11

a)

p = 21

b)

p = 20

c)

p = 2

d)

p = 15

107.

Keke's height is 6 inches less than Destiny's height. Write an equation to determine Keke's height if Destiny is 68 inches tall.

a)

68 + 6 = k

b)

6k = 68

c)

k + 68 = 6

d)

68 - k = 6

108.

What is the inverse operation of addition?

a)

addition

b)

subtraction

c)

multiplication

d)

division

109.

In 5 days, Cydney ran a total of 10 miles. She ran the same amount each day. How many miles did she run each day?

a)

5 * 10 = m

b)

5m = 10

c)

10m = 5

d)

m + 5 = 10

110.

Gabe is saving an equal amount each week for 4 weeks to buy a $60 video game. Write an equation to determine how much he needs to save each week.

a)

m + 4 = 60

b)

60 - m = 4

c)

4m = 60

d)

m/60 = 4

111.

Samantha is buying cupcakes for her math class. She purchased 30 cupcakes for $90 dollars. What was the cost of each cupcake?

a)

30c = 90

b)

90c = 30

c)

90 - c = 30

d)

30 + c = 90

112.

Simplify:

5(x + 7)

a)

x + 35

b)

5x + 35

c)

5x + 7

d)

5x + 30

113.

Jack ate a third of the cookies in the cookie jar. If Jack ate 6 cookies, how many cookies were in the jar?

a)

c/3 = 6

b)

6/c = 3

c)

3/c = 6

d)

c/6 = 3

114.

Simplify the expression:

3x + 4x + 9 + 3

a)

10x + 9

b)

7x + 12

c)

19x

d)

16x + 7

115.

Which choice models this situation? Marcus needs to sell 25 tickets to a fundraiser by Friday. So far, he has sold 9 tickets. How many tickets does he still need to sell?

a)

t - 9 = 25

b)

9t = 25

c)

t + 9 = 25

d)

t/9 = 25

116.

Lisa finished a race in 58 seconds. This was 4 seconds faster than her best practice time. What was Lindsey's best practice time?

a)

t + 4 = 58

b)

4t = 58

c)

t - 4 = 58

d)

t/4 = 58

117.

Taylor has read 125 pages in a book. The book has a total of 262 pages. How many pages does she have left to read to finish the book?

a)

p - 125 = 262

b)

125p = 262

c)

p + 125 = 262

d)

p/125 = 262

118.

Which choice models this situation?


Last week, Tina worked 35 hours in 5 days. She worked the same number of hours each day. How many hours did she work each day?

a)

h - 5 = 35

b)

5h = 35

c)

h + 5 = 35

d)

h/5 = 35

119.

Which choice models this situation?


Jack needed new pencils for school today. He took 6 pencils from a new box of pencils. If there are 18 pencils left in the box, how many pencils were in the brand new box?

a)

p - 6 = 18

b)

6p = 18

c)

p + 6 = 18

d)

p/6 = 18

120.

Which choice models this situation?


Anna participated in a read-a-thon. Mr. Cole pledged $4 per book and gave Anna $44. How many books did Anna read?

a)

b - 4 = 44

b)

4b = 44

c)

b + 4 = 33

d)

b/4 = 44

121.

A rectangle has an area of 64 square cm and a length of 4 cm. Write an equation to represent the w, width.

a)

w + 4 = 64

b)

w/4 = 64

c)

4w = 64

d)

w - 4 = 64

122.

Three families went on vacation together. They decided to split the cost of the house they were staying in evenly. Each family ended up contributing $800. Write an equation to represent the t, total cost of the house.

a)

3t = 800

b)

t/3 = 800

c)

t - 3 = 800

d)

t + 3 = 800

123.

Ryan earns $9.50 per hour at this job. If he earned a total of $85.50 in one day, write an equation to represent how many h, hours he worked.

a)

9.50 + h = 85.50

b)

h/9.50 = 85.50

c)

h - 9.50 = 85.50

d)

9.50h = 85.50

124.

Becky is preparing for her younger sister's birthday party. She splits a jar of lollilops evenly among 6 goody bags. Each bag ends up with 4 lollipops.


Which equation can you use to find the number of lollipops n in the jar?

a)

n/6 = 4

b)

4n = 6

c)

n - 4 = 6

d)

n + 6 = 4

125.

Ted bought a dolphin poster for $12. He now has $5. Which choice models this situation?

a)

m - 12 = 5

b)

m + 5 = 12

c)

m - 5 = 12

d)

m + 12 = 5

126.

There are 3 tennis balls in each can. The coach bought a total of 27 tennis balls. Which choice models this situation?

a)

x/3 = 27

b)

x/27 = 3

c)

27x = 3

d)

3x = 27

127.

After dropping 5ºF, the temperature was 37ºF. Which choice models this situation?

a)

d - 37 = 5

b)

d - 5 = 37

c)

d + 5 = 37d - 5 = 37

d)

d + 37 = 5

128.

Cheryl gets paid $8 per hour for her job at the record store. She made a total of $96 last week. Which equation models this situation?

a)

96h = 8

b)

8h = 96

c)

h/96 = 8

d)

h/8 = 96

129.

Solve.

32 = z - 17

a)

z=-49

b)

z= -15

c)

z= 15

d)

z= 49

130.

Jenna worked 41 fewer minutes than Brett did. If Brett worked for 129 minutes, how long did Jenna work for?

a)

x - 41 = 129

b)

x + 41 = 129

c)

x - 129 = 41

d)

x + 129 = 41

131.

Ben and Jerry own 24 comic books together. If Ben owns 6 comic books, how many does Jerry own?

a)

6x = 24

b)

x - 6 = 24

c)

x/6 = 24

d)

x + 6 = 24

132.

Each pack of stickers costs $2. If Emily's total bill was $14, how many packs of stickers did she buy?

a)

2x = 14

b)

x/2 = 14

c)

x + 2 = 14

d)

14x = 2

133.

Hillary spends 3 times as much money on pencils now as she did last year. If she spends $6.00 on pencils now, how much did she spend on pencils last year?

a)

6x = 3

b)

x/3 = 6

c)

x/6 = 3

d)

3x = 6

134.

A rectangle has a length of 10 cm and an area of 60 square cm. Write and equation to represent the w, width.

a)

w + 10 = 60

b)

10w = 60

c)

w/10 = 60

d)

w - 10 = 60

135.

Mia and four friends ate dinner and split the bill evenly. Each paid $12. Write an equation for the total bill.

a)

4t = 12

b)

t - 4 = 12

c)

t/4 = 12

d)

t + 4 =12

136.

Julio spent $25 on four collectible Pokemon cards. How much did each Pokemon card cost?

a)

c + 25 = 4

b)

4c = 25

c)

4/c = 25

d)

c + 4 = 25

137.

A'neya ran 20 miles more than Jim last week. A'neya ran 32 miles. How many miles did Jim run?

a)

j + 20 = 32

b)

j + 12 = 32

c)

j - 20 = 32

d)

j + 32 = 20

138.

Mia earned $18 by dog sitting. She now has $50. How much money did she have before dog sitting?

a)

m - 50 = 18

b)

18m = 50

c)

m + 50 = 18

d)

18 + m = 50

139.

Brenna buys pants that cost $28.50. After paying, she has $11.50. Write an equation to represent how much m, money she began with.

a)

11.50 + m = 28.50

b)

m/11.50 = 28.50

c)

11.50m = 28.50

d)

m - 28.50 = 11.50

140.

Cody's recipe requires 7 cups of milk. He put in 4 cups already. Write an equation to represent how many c, cups he still needs to put in.

a)

4 + c = 11

b)

4 + c = 7

c)

c + 7 = 11

d)

4c = 7

141.

In five years Kimber will be 17 years old. Write an equation to represent Kimber's a, age now.

a)

a + 5 = 17

b)

17 + a = 22

c)

a - 5 = 17

d)

a + 12 = 17

142.

Rylyn divides his coins into 6 piles. Each pile has 12 coins. Write an equation to represent how many t, total coins he has.

a)

c - 6 = 12

b)

6c = 12

c)

c + 6 = 12

d)

c/6 = 12

143.

Last week you had $63. This week you have $72. Write an equation to represent how much m, money you earned from last week to this week.

a)

x + 63 = 72

b)

x - 63 = 72

c)

63x = 72

d)

x/63 = 72

144.

Your dog eats 11 treats per minute. Write an equation if you dog ate a total of 66 treats.

a)

x + 11 = 66

b)

11x = 66

c)

x - 11 = 66

d)

x/11 = 66

145.
Write 5% as a decimal.
a)
5
b)
0.5
c)
0.05
d)
0.005
146.
Convert to a decimal
           3/4
a)
.25
b)
.34
c)
.75
d)
3.4
147.
Convert 4/5 to a percent.
a)
45%
b)
4.5%
c)
80%
d)
8%
148.
There are 4 trombones out of 25 instruments in the Landers town band. What percent of the instruments are trombones?
a)
4%
b)
20%
c)
16%
d)
25%
149.
James took a quiz and got 15 questions out of 20 questions right what was his grade percentage?
a)
10%
b)
50%
c)
100%
d)
75%
150.
What does a decimal point mean?
a)
It means divide.
b)
It means the same as a fraction bar.
c)
It shows where whole numbers end and where numbers less that one begin.
d)
It shows you how to move the numbers around.
151.

12.7% as a decimal

a)

127

b)

.127

c)

1.27

d)

.0127

152.
What is 0.03 as a fraction in simplest form?
a)
3/100
b)
3/10
c)
30/100
d)
3/1000
153.
Which number is not equivalent to the others? 
0.5      1/5       5/25      20%
a)
0.5
b)
1/5
c)
5/25
d)
20%
154.
What is 2/100 as a decimal?
a)
2.0
b)
0.2
c)
0.02
d)
2.222
155.
0.125 as a percent
a)
12.5%
b)
1.25%
c)
1/8
d)
125%
156.
Make the percent to decimal.
142%
a)
1.42
b)
14.2
c)
142.
d)
0.142
157.
Change .9 to a percent
a)
9%
b)
.9%
c)
90%
d)
900%
158.
Change .384 to a percent
a)
384%
b)
38.4%
c)
.00348%
d)
3.84%
159.
What fraction, decimal and percent does this model represent
a)
1/8 and  .125 and 12.5%
b)
1/8 and 1.8 and 1.8%
c)
1/8 and  .18 and  18%
d)
1/8 and 1.25 and 1.25%
160.
What fraction, decimal and percent does the following bar model represent?
a)
1/5 and 20% and 20
b)
.20 and 1/5 and 2%
c)
20% and .20 and 1/5
d)
20 and 1/5 and 20% 
161.
Rewrite as a decimal: 1/2
a)
50.0
b)
0.050
c)
1.2
d)
0.5
162.
What percent of the circle is not shaded?
a)
25%
b)
60%
c)
75%
d)
80%
163.
Roger ate 2/5 of a pizza. What percent of a pizza did he eat?
a)
40%
b)
25%
c)
4%
d)
5%
164.

Which is greater?

0.12, 1.2%

a)

They are equal

b)

0.12

c)

1.2%

d)

No way to tell

165.

Convert 24% to a fraction and SIMPLIFY.

a)

24100\frac{24}{100}

b)

1250\frac{12}{50}

c)

625\frac{6}{25}

d)

0.24

166.

What fraction of the shape is shaded?

(a)  

167.

Convert to a percent:

0.62

(a)  

168.

Convert to a percent: 45\frac{4}{5}  



(a)  

169.

Convert to a percent: 14\frac{1}{4}  



(a)  

170.

Convert to a decimal: 95%

(a)  

171.

Convert to a fraction in simplest form: 30%

(a)  

172.

What is 0.8 as a fraction in simplest form?

(a)  

173.

What is 0.04 as a percentage?

a)

40%

b)

400%

c)

4%

d)

4100\frac{4}{100}

174.

Convert to a decimal

3/4

(a)  

175.

What percent of the grid is shaded?

a)

3.4%

b)

14%

c)

34%

d)

43%

176.

What percent is shaded?

(a)  

177.

What decimal number is shaded?

a)

2.20

b)

0.78

c)

1.22

d)

0.22

178.

Write as a fraction in simplest form.

a)

1/25

b)

1/50

c)

2/10

d)

1/2

179.

Change to a decimal

58\frac{5}{8}  

a)

0.625

b)

0.58

c)

0.75

d)

1.6

180.

Change 1.25 to a fraction or mixed number in simplest form.

a)

1251001\frac{25}{100}

b)

1141\frac{1}{4}

c)

1251000\frac{125}{1000}

d)

14\frac{1}{4}

181.

Write 145% as a decimal.

a)

1.45

b)

145

c)

14.5

d)

0.45

182.

Compare using <, >, or =.

2/5 ​ (a)   0.2

Choose from the below words
>
<
=
183.

Order 75%, 9/10 and 0.09 from Greatest to Least.

a)

9/10

b)

75%

c)

0.09

1)
2)
3)
184.

Compare using <, >, or =.

9/20 (a)   0.32

Choose from the below words
>
<
=
185.

Order the following from least to greatest

720\frac{7}{20}  , 25%,  35\frac{3}{5} , 0.40

a)

25%

b)

720\frac{7}{20}  

c)

0.40

d)

35\frac{3}{5}  

1)
2)
3)
4)
186.

Compare using <, >, or =.

1/4 ​ (a)   40%

Choose from the below words
<
>
=
187.

Sally answered 14 out of 20 questions correctly on her science test. What percent did she make on her test?

(a)  

Similar Resources on Wayground

Chapter 1 Review (7DA/8SA)

187 questions

Chapter 1 Review (7DA/8SA)

quiz

Worksheet

•

6th - 8th Grade

Quiz o Władzy w Polsce

192 questions

Quiz o Władzy w Polsce

quiz

Worksheet

•

1st Grade - University

Exponents Review

184 questions

Exponents Review

quiz

Worksheet

•

6th Grade

Solving Equations Practice

191 questions

Solving Equations Practice

quiz

Worksheet

•

6th - 8th Grade