Algebra I Chapter 2 Test

1

Which expression would represent “twenty less than the product of two and a number is less than forty”?

1

Which inequality is represented by the graph?

1

What is the solution of

1

Which value of x is in the solution set of the inequality ?

1

Write the inequality that is represented by the graph.

Copy and paste the symbol, if necessary:
≥ ≤

1

Write the inequality that is represented by the graph.

Copy and paste the symbol, if necessary:
≥ ≤

2

Write the inequality that is represented by the graph.

Copy and paste the symbol, if necessary:
≥ ≤

3

Mrs. Watermelon needs to have her car repaired but does not want to spend MORE than $375 for the repairs. The mechanic says that the part needed for the repair will cost $100 and the labor will cost an additional $40 per hour. Which inequality below represents the greatest number of hours the mechanic can work without exceeding Mrs. Watermelon’s budget?

2

Solve and graph the inequality.

-3 + x < 19

2

Solve and graph the inequality.

x + 3 < 2(x – 4)

Copy and paste the symbol, if necessary:
≥ ≤

3

Solve and graph the compound inequality.

Copy and paste the symbol, if necessary:
≥ ≤

3

Solve and graph the compound inequality.

6 – 2x ≥ 20 or 8 – x ≤ 7

Copy and paste the symbol, if necessary:
≥ ≤

3

Translate the following sentences into an inequality, solve algebraically and graph the solution on a number line.

Mukti has signed up for hockey. Her parents can spend at most $400 for costs for the season. It costs $250 to sign up plus $5 for each ice-time. What is the maximum number of ice-times that Mukti can go to?

Copy and paste the symbol, if necessary:
≥ ≤

6

Today, Logan is driving to Baltimore, MD. He has 18 gallons of gas in his tank. His tank uses 2 gallons of gas every hour he drives.
Write an inequality that represents the maximum number of hours Logan could drive before running out of gas.
Solve the inequality.
Graph the inequality.
Use the writing tool OR take a picture of your final answer and insert it here:

2

n - 5 ≥ 10
Select all of the possible values of n that make the inequality true.

6

What is the solution of the inequality? Graph the solution on the canvas.

|5x + 10| > 15

Include relevant graph detail.

4

Without solving the inequality below, describe the graph of its solution by dragging the accurate statements from the left column.

|x - 3| > 2

The graph has arrows pointing in opposite directions.
The graph has no gap in the middle.
The graph has no arrows.
The graph has a gap in the middle.

Accurate statements

0

Extra Credit!
Translate the following sentences into an inequality, solve algebraically and graph the solution on a number line.

Three times a number increased by 7 is no more than 10 but no less than -5.

Copy and paste the symbol, if necessary:
≥ ≤

Algebra I Chapter 2 Test

Which expression would represent “twenty less than the product of two and a number is less than forty”?

Which inequality is represented by the graph?

What is the solution of

Which value of x is in the solution set of the inequality ?

Write the inequality that is represented by the graph.Copy and paste the symbol, if necessary:≥ ≤

Write the inequality that is represented by the graph.Copy and paste the symbol, if necessary:≥ ≤

Write the inequality that is represented by the graph.Copy and paste the symbol, if necessary:≥ ≤

Solve and graph the inequality.-3 + x < 19

Solve and graph the inequality.x + 3 < 2(x – 4)Copy and paste the symbol, if necessary:≥ ≤

Solve and graph the compound inequality.Copy and paste the symbol, if necessary:≥ ≤

Solve and graph the compound inequality.6 – 2x ≥ 20 or 8 – x ≤ 7Copy and paste the symbol, if necessary:≥ ≤

n - 5 ≥ 10Select all of the possible values of n that make the inequality true.

What is the solution of the inequality? Graph the solution on the canvas.|5x + 10| > 15Include relevant graph detail.

Without solving the inequality below, describe the graph of its solution by dragging the accurate statements from the left column.|x - 3| > 2

Extra Credit!Translate the following sentences into an inequality, solve algebraically and graph the solution on a number line.Three times a number increased by 7 is no more than 10 but no less than -5.Copy and paste the symbol, if necessary:≥ ≤

Which expression would represent “twenty less than the product of two and a number is less than forty”?

Which inequality is represented by the graph?

What is the solution of

Which value of x is in the solution set of the inequality ?

Write the inequality that is represented by the graph.Copy and paste the symbol, if necessary:≥ ≤

Write the inequality that is represented by the graph.Copy and paste the symbol, if necessary:≥ ≤

Write the inequality that is represented by the graph.Copy and paste the symbol, if necessary:≥ ≤

Solve and graph the inequality.-3 + x < 19

Solve and graph the inequality.x + 3 < 2(x – 4)Copy and paste the symbol, if necessary:≥ ≤

Solve and graph the compound inequality.Copy and paste the symbol, if necessary:≥ ≤

Solve and graph the compound inequality.6 – 2x ≥ 20 or 8 – x ≤ 7Copy and paste the symbol, if necessary:≥ ≤

n - 5 ≥ 10Select all of the possible values of n that make the inequality true.

What is the solution of the inequality? Graph the solution on the canvas.|5x + 10| > 15Include relevant graph detail.

Without solving the inequality below, describe the graph of its solution by dragging the accurate statements from the left column.|x - 3| > 2

Extra Credit!Translate the following sentences into an inequality, solve algebraically and graph the solution on a number line.Three times a number increased by 7 is no more than 10 but no less than -5.Copy and paste the symbol, if necessary:≥ ≤

Write the inequality that is represented by the graph.

Copy and paste the symbol, if necessary:
≥ ≤

Write the inequality that is represented by the graph.

Copy and paste the symbol, if necessary:
≥ ≤

Write the inequality that is represented by the graph.

Copy and paste the symbol, if necessary:
≥ ≤

Solve and graph the inequality.

-3 + x < 19

Solve and graph the inequality.

x + 3 < 2(x – 4)

Copy and paste the symbol, if necessary:
≥ ≤

Solve and graph the compound inequality.

Copy and paste the symbol, if necessary:
≥ ≤

Solve and graph the compound inequality.

6 – 2x ≥ 20 or 8 – x ≤ 7

Copy and paste the symbol, if necessary:
≥ ≤

n - 5 ≥ 10
Select all of the possible values of n that make the inequality true.

What is the solution of the inequality? Graph the solution on the canvas.

|5x + 10| > 15

Include relevant graph detail.

Without solving the inequality below, describe the graph of its solution by dragging the accurate statements from the left column.

|x - 3| > 2

Extra Credit!
Translate the following sentences into an inequality, solve algebraically and graph the solution on a number line.

Three times a number increased by 7 is no more than 10 but no less than -5.

Copy and paste the symbol, if necessary:
≥ ≤

Write the inequality that is represented by the graph.

Copy and paste the symbol, if necessary:
≥ ≤

Write the inequality that is represented by the graph.

Copy and paste the symbol, if necessary:
≥ ≤

Write the inequality that is represented by the graph.

Copy and paste the symbol, if necessary:
≥ ≤

Solve and graph the inequality.

-3 + x < 19

Solve and graph the inequality.

x + 3 < 2(x – 4)

Copy and paste the symbol, if necessary:
≥ ≤

Solve and graph the compound inequality.

Copy and paste the symbol, if necessary:
≥ ≤

Solve and graph the compound inequality.

6 – 2x ≥ 20 or 8 – x ≤ 7

Copy and paste the symbol, if necessary:
≥ ≤

n - 5 ≥ 10
Select all of the possible values of n that make the inequality true.

What is the solution of the inequality? Graph the solution on the canvas.

|5x + 10| > 15

Include relevant graph detail.

Without solving the inequality below, describe the graph of its solution by dragging the accurate statements from the left column.

|x - 3| > 2

Extra Credit!
Translate the following sentences into an inequality, solve algebraically and graph the solution on a number line.

Three times a number increased by 7 is no more than 10 but no less than -5.

Copy and paste the symbol, if necessary:
≥ ≤