A
B
C
D
E
100

Mike has 7 full cases of paper. He has 7 x 1,000 pages of paper in all. What could the 1,000 mean? 

There are 1,000 pages in one full case.
100

The difference of 14 and x is equal to 10.74. Write the equation described in the sentence.

14 - x = 10.74
100

An equation is shown. x – 7 = 20. What value can be substituted for x to make the equation true?

27
100

Select all inequalities that include all numbers less than -5 in the solution set.

A. x > –4.24

B. x < 3

C. x > –15

D. x < -5

B, D
100

Consider the inequality x < 8. Determine whether each value of x makes this inequality true. Select Yes or No for each value.

No

No

Yes

Yes

200

Rena writes, “x - 11 = 9” and says, “x must equal 2”. Rena is incorrect. Your teacher tells you to use x, 11, and 9 to write an equation where x = 2 is a solution. What is your equation?

x + 9 = 11
200

The table shows a relationship between the numbers of Lego’s in a given number of boxes. Fill in the missing value in the table.

5
200

Evan saves the same amount of money each week. Complete the table to show Evan’s amount of money after 3 weeks.

56 ; 72
200

Select all the values that satisfy the inequality x < 7 1/2 .

A. x = −4 1/2

B. x = –5

C. x = 6

D. x = -2

A, B, C, and D
200

Line AD is perpendicular to line BE. The measure of ∠CFD= 30°.

Part A: Enter an equation to determine the measure of ∠AFC

Part B: Enter the measure of ∠AFC


180 – 30 = x or equiv.; 150°

300

The choir is selling bags of jellybeans for a fundraiser. The amount of money collected for each bag sold is the same.

• Let b represent the number of bags sold.

• Let M represent the amount of money collected, in dollars.

Fill in the table for all missing values of M.

0.28 ; 1.12
300

Select all of the equations for which x = 8 is a solution. 

A. 32 ÷ x = 5

B. x • x = 64

C. 40/x=5

D. 32 - x = 24

B, C, D
300

Select the number line that represents all solutions of x ≤ −3/2.

C
300

An after-school program requires students to be at least 10 years old to participate. Select the symbol ( <, ≤, >, ≥) that makes this comparison true.

A  10

Complete the number line that describes the solution set of your inequality.

300

Enter the value of x that makes the given equation true.

173.86
400

Mike chops wood for 90 minutes on Friday. He chops for x more minutes on Saturday than on Friday. Write the equation that represents the total number of minutes, y Mike chops wood on Saturday.

90 + x = y
400

In the figure shown GHIJ is a rectangle and ∠GHJ = 26°.

Part A: Enter an equation to determine the measure of ∠JHI, x.

Part B: Enter the measure of ∠JHI.

26 + x = 90 or equiv.; 64°

400

Linda practices piano for the same number of minutes each week.

• w represents the number of weeks that Linda practices.

• t represents the total number of minutes practiced.

False

False

True

400

Select the graph that shows all of the solutions to: “Ron scored at most 15 points on the last test.” How many points could Ron have scored on the last test?

D
400

Erin studies the same number of minutes each evening. Let d represent the number of evenings that Erin studies. Let m represent the total number of minutes Erin studies.

Determine whether each statement is true. Select True or False for each statement.

True

False

False

500

Spicy Joes uses the same number of tomatoes to make a batch of tacos.

Write the number of batches of tacos made from 460 tomatoes. 

20 batches
500

Gary watches videos to prepare for class. Each video is the same length.

Let v represent the number of videos Gary watches.

Let m represent the number of minutes.

Write the total number of videos watched after Gary has spent 240 minutes.

10 videos
500

Jesse makes pizza boxes. He can make the same number of pizza boxes every minute.

Let n represent the number of minutes.

Let b represent the number of pizza boxes made.

Write an equation that represents the relationship between the number of minutes and the number of pizza boxes made.

b = 3n 

500

Aaron bought supplies at the store.

Write an equation that can be solved to determine the cost, x, of the tape.

1.35 + 2.97 + x + 0.62 = 8.40

M
e
n
u