Solve.
2 x – 7 = 13
7
Question 1 answers
70
21
40/7
12/7
Simplify.
-8 x 5
Question 2 answers
40
-40
3
-13
Refer to the frequency table below:
Number of times the phone rings in a day
Rings Frequency
1 7
2 3
3 3
4 4
5 1
What is the mode?
Question 3 answers
1
2 & 3
4
7
Refer to the frequency table below:
Number of times the phone rings a day
Rings Frequency
1 7
2 3
3 3
4 4
5 1
What is the mean?
Question 4 answers
1
2
5
43
Graph this equation:
y = 5 - 2x
Use values of x from -2 to 2.
Which answer does the graph most look like?
Question 5 answers
/
\
l
---
Solve.
Julie invested $500 for 2 ½ years at 8% simple interest. How much money will she have at the end of the term?
Question 6 answers
100
400
600
1000
What percent of 30 is 150?
Question 7 answers
5%
0.05%
50%
500%
Solve the equation using the given replacement set.
6n + n - 5 = n + 7 {1, 2, 4}
Question 8 answers
No solution
1 and 2
2
4
Refer to a regular number cube (dice) numbered 1 - 6.
Find the odds in favor of rolling an even number.
Question 9 answers
1 to 1
3
1 to 3
1/2
What is the percent of increase from 25 to 40?
Question 10 answers
0.6%
15%
37.5%
60%
Solve.
x + -9 = -14
Question 11 answers
23
-23
5
-5
Solve.
4x = -24
Question 12 answers
6
-6
48
-48
Refer to a regular number cube (dice) numbered 1 - 6.
Find P(odd or greater than 2)
Question 13 answers
3/6
4/6
5/6
7/6
Solve.
The value of Kevin’s antique car has increased $3300 more than 3 times what he paid for it 10 years ago. If the car is worth $60,000 did Kevin pay for it?
Question 14 answers
$16,700
$18,900
$21,100
$58,900
Find the surface area of a cylinder with a diameter of 10 in. and a height of 6 in.
Question 15 answers
345.4 in. squared
251.2 in. squared
188.4 in. squared
157 in. squared
Choose the correct equation to solve the problem.
The perimeter of a regular decagon is 95 dm. What is the length of one side?
Question 16 answers
8n = 95
9n = 95
10n = 95
12n = 95
Solve.
2x + 34 = 18
Question 17 answers
8
-8
27
-27
Find the area of a triangle with a base of 6 cm and a height of 7 cm.
Question 18 answers
13 cm
21 cm
36 cm
42 cm
Simplify.
7 - -4
Question 19 answers
3
-3
11
-11
Solve.
A rectangular box is made of aluminum. Each cm cubed of aluminum has a mass of 2.7g. What will be the mass of the rectangular prism if it is 4 cm long by 15 cm thick and 6 cm wide?
Question 20 answers
67.5 g
178.2 g
360 g
972 g
2 x – 7 = 13
7
Question 1 answers
70
21
40/7
12/7
Simplify.
-8 x 5
Question 2 answers
40
-40
3
-13
Refer to the frequency table below:
Number of times the phone rings in a day
Rings Frequency
1 7
2 3
3 3
4 4
5 1
What is the mode?
Question 3 answers
1
2 & 3
4
7
Refer to the frequency table below:
Number of times the phone rings a day
Rings Frequency
1 7
2 3
3 3
4 4
5 1
What is the mean?
Question 4 answers
1
2
5
43
Graph this equation:
y = 5 - 2x
Use values of x from -2 to 2.
Which answer does the graph most look like?
Question 5 answers
/
\
l
---
Solve.
Julie invested $500 for 2 ½ years at 8% simple interest. How much money will she have at the end of the term?
Question 6 answers
100
400
600
1000
What percent of 30 is 150?
Question 7 answers
5%
0.05%
50%
500%
Solve the equation using the given replacement set.
6n + n - 5 = n + 7 {1, 2, 4}
Question 8 answers
No solution
1 and 2
2
4
Refer to a regular number cube (dice) numbered 1 - 6.
Find the odds in favor of rolling an even number.
Question 9 answers
1 to 1
3
1 to 3
1/2
What is the percent of increase from 25 to 40?
Question 10 answers
0.6%
15%
37.5%
60%
Solve.
x + -9 = -14
Question 11 answers
23
-23
5
-5
Solve.
4x = -24
Question 12 answers
6
-6
48
-48
Refer to a regular number cube (dice) numbered 1 - 6.
Find P(odd or greater than 2)
Question 13 answers
3/6
4/6
5/6
7/6
Solve.
The value of Kevin’s antique car has increased $3300 more than 3 times what he paid for it 10 years ago. If the car is worth $60,000 did Kevin pay for it?
Question 14 answers
$16,700
$18,900
$21,100
$58,900
Find the surface area of a cylinder with a diameter of 10 in. and a height of 6 in.
Question 15 answers
345.4 in. squared
251.2 in. squared
188.4 in. squared
157 in. squared
Choose the correct equation to solve the problem.
The perimeter of a regular decagon is 95 dm. What is the length of one side?
Question 16 answers
8n = 95
9n = 95
10n = 95
12n = 95
Solve.
2x + 34 = 18
Question 17 answers
8
-8
27
-27
Find the area of a triangle with a base of 6 cm and a height of 7 cm.
Question 18 answers
13 cm
21 cm
36 cm
42 cm
Simplify.
7 - -4
Question 19 answers
3
-3
11
-11
Solve.
A rectangular box is made of aluminum. Each cm cubed of aluminum has a mass of 2.7g. What will be the mass of the rectangular prism if it is 4 cm long by 15 cm thick and 6 cm wide?
Question 20 answers
67.5 g
178.2 g
360 g
972 g