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Test #1 Review

Total questions: 115

Worksheet time: 4hrs 43mins

Name
Class
Date
1.

Simplify this expression:

-7w + (-6) + 5 + (-9w)

a)

-2w - 1

b)

-16w - 11

c)

-16w - 1

d)

-2w + 11

2.

Find the simplified equivalent expression:


2.1 - 3.7c + 1.9c - 1.4

a)

1.8c + 0.7

b)

3.5 - 5.6c

c)

4.9c

d)

0.7 - 1.8c

3.

Simplify the expression:

-3c + 5r -7r + 8c + 23 - 3r -12

a)

5c -5r + 11

b)

5c - 15r - 35

c)

-5c + 5r + 35

d)

11c -15r + 11

4.

Simplify this expression:

4.6x - 5.3x + 10.2y + 9 - 7.6

a)

0.7x + 10.2y +16.6

b)

-9.9x + (-10.2y) + 1.4

c)

-0.7x +10.2y 16.6

d)

-0.7x + 10.2y + 1.4

5.

Simplify this expression

-6x + 7y + (-5x) - 9 - 5y

a)

-9xy -9

b)

-11x + 2y -9

c)

-1x + 2y -9

d)

-11x - 2y -9

6.

Simplify this expression:


1 + 4.25x + 3/2y -3 -2y + 5/4x

a)

5.5x - 1/2y - 2

b)

9.5x + 1.5y - 2

c)

9/4x - 1.5y - 4

d)

3.75x - 1y + 1

7.
What step would I do second?
 (4 - 2) x 9 + 7 =
a)
multiplication
b)
subtraction
c)
addition
d)
dividing
8.
Which expression matches:
The sum of 6 and 5 doubled
a)
2 x 6 + 5
b)
2 x (6 + 5)
c)
6 + (5 x 2)
9.
(19 - 7) ÷ 4 + 11
a)
14
b)
0.8
c)
15
d)
13
10.
What does the (E) in PEMDAS mean?
a)
experience
b)
exponents
c)
examples
d)
evidence
11.
(3 + 4)2 - 32 
a)
7
b)
112
c)
17
d)
-7
12.
True or false:
Addition ALWAYS comes before subtraction.
a)
True
b)
False
13.
2 + 7 ⋅ 5
a)
37
b)
45
c)
32
d)
23
14.
12 ÷ 3 x 4
What do you do first?
a)
3x4
b)
12÷4
c)
12÷3
15.
4,234 x 17 ≈
a)
8,000
b)
80,000
c)
40,000
d)
90,000
16.
True or false:
4x5 and 4∗5 mean the same thing.
a)
True
b)
False
17.

An equation is...

a)

a problem that contains at least one variable and at least one operation; no equal sign

b)

a mathematical sentence showing two expressions are equal.

c)

The solution for a variable

d)

The value that results in a true sentence

18.

A solution is...

a)

A variable that results in a true sentence

b)

A mathematical sentence showing two expressions are equal.

c)

Numbers expressed using exponents

d)

The value for the variable in an equation.

19.

Inverse Operations are operations which undo each other.

a)

True

b)

False

20.

d + 3 = 8


d = ?

a)

d = 3

b)

d = 8

c)

d = 5

d)

d = 11

21.

5 + g = 6


g = ?

a)

g = 5

b)

g = 1

c)

g = 11

d)

g = 9

22.

a - 1.1 = 2.3


a = ?

a)

a = 3.4

b)

a = 3

c)

a = 1.2

d)

a = 1.1

23.

4 - a = 1


a = ?

a)

a = -3

b)

a = 1

c)

a = 5

d)

a = 3

24.

4g = 24


g = ?

a)

g = 96

b)

g = 28

c)

g = 6

d)

g = 20

25.

2.5y = 5


y = ?

a)

y = 2

b)

y = 2.5

c)

y = 7.5

d)

y = 12.5

26.

5 = p ÷ 4


p = ?

a)

p = 9

b)

p = 1

c)

p = 5

d)

p = 20

27.

w ÷ 6 = 7

a)

w = 42

b)

w = 13

c)

w = 1

d)

w = 36

28.

What is the inverse operation of adding?

a)

Adding

b)

Subtracting

c)

Multiplying

d)

Dividing

29.

What is the inverse operation of dividing?

a)

Adding

b)

Subtracting

c)

Multiplying

d)

Dividing

30.

What is the inverse operation of subtracting?

a)

Adding

b)

Subtracting

c)

Multiplying

d)

Dividing

31.

What is the inverse operation of multiplying?

a)

Adding

b)

Subtracting

c)

Multiplying

d)

Dividing

32.
Tanner and Zach both play basketball.  In a game, Tanner scored 6 points. Zach scored 4 times as many times as Tanner.  How many points did Zach score?
a)
24
b)
28
c)
18
d)
22
33.
Three times as many as six is eighteen
a)
3 + 6 = 18
b)
3 x 6 = 18
c)
6 x 3 = 9
d)
18 = 6 x 3
34.
Jill is four times as tall as Danny.  Danny is five feet tall. How tall is Jill?
a)
5 x 4 = 20
b)
20= 4 x 5
c)
4 x 5 = 20
d)
20 = 5 x 4
35.

Jeremiah had 9 video games. I have 8 times as many. How many video games do I have?

a)

81

b)

8

c)

9

d)

72

36.

Dan has 9 sticky notes left. I have 9 times as many as Dan. How many sticky notes do I have?

a)

81

b)

9

c)

72

37.

There are 3 kittens at Pam's house. There are two times as many kittens at Kate's house. How many kittens are at Kate's house?

a)

3

b)

6

c)

9

d)

12

38.

Carlos has 8 Xbox games. Carlos has twice as many (or two times as many) Xbox games as Jayda.

Which equation represents how many Xbox games Jayda has?

a)

C = 8

b)

J = 8 x 2

c)

8 = 2 x J

d)

8 = 2 + J

e)

J - 2 + 8

39.
Which equation matches the word problem: 
Neha checked out 10 books from the library.  Tara checked out 3 times as many books as Neha.  How many books did Tara check out?
a)
10 - 3 = b
b)
10 + 3 = b
c)
10 x 3 = b
d)
3 + 10 = b
40.
What is the first step to solve this equation:
11 - 3x = 44
a)
Add 3 to both sides
b)
Subtract 11 from both sides
c)
Add 11 to both sides
d)
Divide 3 on both sides.
41.
What is the first step to solve this equation:
11 - 3x = 44
a)
Add 3 to both sides
b)
Subtract 11 from both sides
c)
Add 11 to both sides
d)
Divide 3 on both sides.
42.
The objective when solving an equation is to....
a)
isolate the variable.
b)
check the solution.
c)
guess and check.
d)
Combine Like Terms.
43.
Mrs. Powers will have a sub next Wednesday.  Which of the following are true?
a)
I will earn a "free 5" on my daily quiz because we won't have one on a sub day
b)
If my name gets written down as a "problem" I will earn a teacher's detention
c)
I will be on my best behavior because I know what is expected of me no matter who is here
d)
ALL are true
44.
Is the function Linear or Nonlinear?
a)
Linear
b)
Nonlinear
45.
Is the function linear or nonlinear?
a)
Linear Function
b)
Nonlinear Function
46.
Is the function Linear or Nonlinear?
a)
Linear
b)
Nonlinear
47.
Determine if the graph is linear or nonlinear.
a)
Linear
b)
Nonlinear
48.
Is this function linear or nonlinear?
a)
Linear
b)
Nonlinear
49.
Is the table linear or nonlinear?
a)
Linear
b)
Nonlinear
50.
The table represents a function. Is it linear or non-linear?
a)
Linear
b)
Nonlinear
51.
Is this set of ordered pairs a function or not a function? 
a)
Function
b)
Not a Function 
52.
Is the sequence arithmetic: -3, 3, -3, 3, ...
a)
Yes
b)
No
53.
Is the sequence arithmetic: 78, 785, 7855, 78555, ...
a)
Yes
b)
No
54.
Is the sequence arithmetic: 17, 9, 1, -7, ...
a)
Yes
b)
No
55.
Find the next three terms in the arithmetic sequence: -33, -24, -15, -6, ...
a)
-1, 7, 15
b)
-5, 2, 9
c)
3, 12, 21
d)
-65, -73, -81
56.
Find the next three terms in the arithmetic sequence: 25, 34, 43, 52, ...
a)
63, 72, 81
b)
79, 88, 97
c)
70, 79, 88
d)
61, 70, 79
57.
Is the sequence arithmetic: 37, 31, 25, 19, ...
a)
Yes
b)
No
58.
The next two terms of the sequence 4,7,10,13 are ....
a)
16 and 19
b)
15 and 19
c)
16 and 18
d)
15 and 18
59.

What comes next in the sequence?

a)
b)
c)
d)
60.

How many cubes are in the 4th arrangement?

a)

8 cubes

b)

10 cubes

c)

12 cubes

61.

How many circles would be in picture 5?

a)

13 circles

b)

14 circles

c)

15 circles

d)

16 circles

62.

How many tiles are in Arrangement 4?

a)

6 tiles

b)

7 tiles

c)

8 tiles

63.

How many tiles are in Arrangement 4?

a)

12 tiles

b)

13 tiles

c)

14 tiles

64.

How many hexagons are in Pattern #4?

a)

13 hexagons

b)

14 hexagons

c)

15 hexagons

d)

16 hexagons

65.

What number is missing from this sequence?

a)

36

b)

42

c)

46

66.

What number is missing from this sequence?

a)

2

b)

3

c)

4

d)

5

67.

What number is missing from this sequence?

a)

8

b)

9

c)

10

d)

12

68.

What number is missing from this sequence?

a)

10

b)

11

c)

12

d)

13

69.

What number is missing from this sequence?

a)

24

b)

26

c)

28

d)

30

70.

What is the rule for this pattern?

32, 36, 40, 44

a)

add 4

b)

multiply 2

c)

subtract 4

d)

divide by 2

71.
What are the next two numbers in this pattern?
12, 17, 22, 27, ___, ___
a)
32, 37
b)
30, 37
c)
30, 33
d)
32, 35
72.
What are the missing numbers in this pattern?
12, 15, ___, 21, ____, 27
a)
18,23
b)
18, 24
c)
17, 25
d)
17, 24
73.

What is the pattern?

70, 60, 50, 40

a)

add 10

b)

add 5

c)

subtract 10

d)

multiply 2

74.
Which gives the correct output for 12 and 15?
a)
13
16
b)
15
18
c)
9
12
d)
9
11
75.
Which gives the correct output for 6 and 8?
a)
12
24
b)
18
21
c)
18
24
d)
24
18
76.
What is the rule?
a)
Add 2
b)
Add 3
c)
Multiply by 3
d)
Multiply by 4
77.
Which operation would you do first in the following equation?
10 - 4 ÷ 1 · 5
a)
Subtraction
b)
Division
c)
Multiplication
d)
Addition 
78.

Solve the equation:

7 + 3 x 6 =

a)

25

b)

60

c)

45

d)

27

79.

Solve the equation:

(6 x 4) - 9 =

a)

19

b)

33

c)

25

d)

15

80.

Solve the equation:

(z + 3) x 2 = y

when z = 2, y = _____

a)

8

b)

10

c)

5

d)

6

81.

Solve the equation:

4 + (g x 3) = m

when g = 3, m = _____

a)

10

b)

13

c)

9

d)

15

82.

Write an equation that describes the pattern. Then use the equation to find the next three output numbers. Choose all correct answers.

a)

8, 10, 12

b)

a - 25 = b

c)

a + 25 = b

d)

31, 33, 35

83.

Write an equation that describes the pattern. Then use the equation to find the next three output numbers. Choose all correct answers.

a)

s - 11 = t

b)

s - 7 = t

c)

s + 11 = t

d)

62, 55, 48

e)

60, 54, 42

84.

Write an equation that describes the pattern. Then use the equation to find the next three output numbers. Choose all correct answers.

a)

a + 7 = b

b)

a ÷ 7 = b

c)

3, 4, 5

d)

28, 35, 42

85.

Complete the table.

a)

11, 14

b)

10, 16

c)

9, 10

d)

10, 13

86.

Each peanut butter snack costs $2. Each chocolate snack costs $3. How much does it cost to buy 6 peanut butter snacks and 8 chocolate snacks?

a)

$36

b)

$5

c)

$34

87.

James had 34 toy cars. He lost two at the park. Then he divided the rest of the cars evenly among himself and 3 cousins. How many cars did each child get?

a)

8 cars

b)

11 cars, with 1 left over

c)

10 cars, with 2 left over

d)

12 cars

88.
Simplify the following radical: √24
a)
2√6
b)
4√6
c)
2√12
d)
3√8
89.
Simplify the following radical: √300
a)
3√10
b)
2√150
c)
100√3
d)
10√3
90.
Simplify the following radical: √275
a)
5√5
b)
5√11
c)
11√5
d)
5√55
91.
Simplify the following radical: √150
a)
5√15
b)
5√2
c)
5√6
d)
15√5
92.
Simplify 4√75
a)
4√5
b)
12√5
c)
20√3
d)
7√3
93.
Simplify the following radical: √32
a)
3√2
b)
4√8
c)
16√2
d)
4√2
94.
3√700
a)
21√10
b)
3√7
c)
10√7
d)
30√7
95.
8v - 4(v + 8) = 8
a)
2
b)
10
c)
4
d)
-4 
96.
2x - 3 + 4x = 27
a)
12
b)
4
c)
5
d)
15
97.
5x - 4 + 2x = 3
a)
1
b)
2
c)
3
d)
4
98.
3x + 2(4x - 4) = 3
a)
4
b)
3
c)
2
d)
1
99.
2x + 3(5x - 7) = 47
a)
1
b)
2
c)
3
d)
4
100.
-11 + 3(b + 5) = 7
a)
1
b)
-1
c)
3
d)
-3
101.
4x + 10 = -26
a)
4
b)
-4
c)
-9
d)
9
102.
5x - 4 + 2x = 3
a)
1
b)
2
c)
3
d)
4
103.

You spend $40 on 5 pounds of concrete. What is the unit rate in dollars per pound?

a)

$8 per pound

b)

$35 per pound

c)

$5 per pound

d)

$0.125 per pound

104.

A store has 120 customers in 6 hours. What is the unit rate in customers per hour?

a)

16 customers per hour

b)

12 customers per hour

c)

20 customers per hour

d)

15 customers per hour

105.

Will spent $3.75 for 3 pounds of granola. What is his unit rate in dollars per pound?

a)

$.50 per pound

b)

$1.25 per pound

c)

$3 per pound

d)

$2.50 per pound

106.

A cashier at the grocery store rung up 2 customers in 8 minutes. At this rate, how many customers can he ring up in 30 minutes?

a)

16 customers

b)

10.5 customers

c)

7.5 customers

d)

14 customers

107.

How fast is Ernie travelling?

a)

70 miles per hour

b)

55 miles per hour

c)

65 miles per hour

d)

75 miles per hour

108.
Find the rate of change
a)
1
b)
2
c)
11
d)
Not a constant slope/Non-Linear
109.
The table shows the cost of long distance calls based on the number of minutes used. Is there a constant rate of change, and if so what is it?
a)
Yes, 10 calls per minute
b)
Yes, $.10 per minute
c)
Yes, $.40 per minute
d)
Not a constant rate
110.
Which company shows a greater rate of change?
a)
Water's Edge Rafts
b)
Ryan's Rafts
111.
a)
Taylor can write 6 words per minute
b)
Taylor can write 25 words per minute
c)
Taylor can write 50 words per minute
d)
Taylor can write 150 words per minute
112.

What is the constant rate of change?

a)

Not here.

b)

$80 per month.

c)

$82 per month.

d)

$41 per month.

113.

What is the constant rate of change between the quantities in the table?

a)

-20 gal per minute

b)

-2 gal per minue

c)

2 gal per minute

d)

20 gal per minute

114.

What is the constant rate of change between the quantities in the table?

a)

4 calories per minute

b)

15 calories per minute

c)

40 calories per minute

d)

60 calories per minute

115.

The Jamison family kept a log of the distance they traveled during a trip, as represented by the graph below. During which interval was their average speed the greatest?

a)

the first hour to the second hour

b)

the second hour to the fourth hour

c)

the sixth hour to the eighth hour

d)

the eighth hour to the tenth hour

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