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WorksheetsModule 7 Study Guide
Total questions: 78
Worksheet time: 3hrs 45mins
x + 5 ≤ 13
x + 5 ≤ 13
(n/3) > -20
m - 9 ≤ 20
What inequality does the number line represent?
x ≥ 3
x > 3
x < -3
x ≤ 3
Fewer than 20 students attended activity night.
x < 20
x < 20
x > 20
x > 20
Level 1
Match the graph with its inequality.
11 < a
11 > a
11 ≤ a
11 ≥ a
Level 1
Write an inequality for the statement:
You must be at least 48 inches tall to ride the bumper cars.
h < 48
h > 48
h ≤ 48
h ≥ 48
Level 2
-4 + y < -8
y < 4
y < -12
y < -4
y < 12
Level 3
Solve.
a ≥ -104
a ≤ 5
a ≤ -8/13
a ≥ -8/13
Level 3
Solve the inequality.
x ≤ 6
x ≥ 6
x ≤ -6
x ≥ -6
Ava's brother is at least 2 years older than she is. He is at least 18 years old. Which inequality represents Ava's age?
m−2≥18
m+2≥18
2m≥18
2m≥18
-3x ≥ 12
7k – 2 ≥ -9
u/7 – 1 ≤ 1
-8k - 4 ≤ -60
-n + 8 < 26
-2x + 9 ≤ -11
7n - 1 > 76
Emilia needs at least $240 to buy new headphones. She has already saved $30. She earns $14 per car that she washes.
What is the least number of cars she can wash to buy the headphones?
Define the variable.
let x = Emilia
let x = the number of cars she needs to wash
let x = the number of headphones she wants to buy
let x = the money she already saved
Emilia needs at least $240 to buy new headphones. She has already saved $30. She earns $14 per car that she washes.
What is the least number of cars she can wash to buy the headphones?
Write the inequality to the problem.
14x+30 ≥ 240
14x+30 ≤ 240
30x+14 ≥ 240
30x+14 ≤ 240
Emilia needs at least $240 to buy new headphones. She has already saved $30. She earns $14 per car that she washes.
What is the least number of cars she can wash to buy the
headphones?
Solve the inequality/answer the question.
x ≥ 15
x ≤ 15
x > 15
x < 15
Ruby set a goal of saving at least $200 in a savings account.
She currently has $60 in the account. If she invests $5 of her weekly allowance per week, how many weeks will it take her to reach her goal?
Define the variable.
let x = Ruby
let x = the number of weeks to reach her goal
let x = her monthly allowance
let x = her savings account
Ruby set a goal of saving at least $200 in a savings account.
She currently has $60 in the account. If she invests $5 of her weekly allowance per week, how many weeks will it take her to reach her goal?
Write the inequality to the problem.
5x+60 ≥ 200
5x+60 ≤ 200
60x+5 ≥ 200
60x+5 ≤ 200
Ruby set a goal of saving at least $200 in a savings account.
She currently has $60 in the account. If she invests $5 of her weekly allowance per week, how many weeks will it take her to reach her goal?
Solve the inequality/answer the question.
x ≥ 28
x ≤ 28
x > 28
x < 28
Griffin earns a weekly salary of $300. He also earns a commission (bonus) of 4% on all of his sales. What is the minimum dollar amount of sales he must make to have a total weekly
pay of at least $550?
Write the inequality to the problem.
0.04x+300 ≥ 550
0.04x+300≤ 550
4x+300 ≥ 550
4x+300 ≤ 550
Griffin earns a weekly salary of $300. He also earns a commission (bonus) of 4% on all of his sales. What is the minimum dollar amount of sales he must make to have a total weekly
pay of at least $550?
Solve the inequality/answer the question.
x ≥ $6250
x ≤ $6250
x ≥ $62.50
x ≤ $62.50
Jillian needs at least $4800 to buy her first car. She has already saved half. If she saves $50/week, what is the minimum number of weeks it will take her to save enough for the car?
Write the inequality to the problem.
50x+1/2 ≥ 4800
1/2x+50 ≤ 4800
50x+2400 ≥ 4800
50x+2400 ≤ 4800
Jillian needs at least $4800 to buy her first car. She has already saved half. If she saves $50/week, what is the minimum number of weeks it will take her to save enough for the car?
Solve the inequality/answer the question.
x ≥ 48
x ≤ 48
x ≥ 24
x ≤ 24
Elliott decides to take his friends to a movie with his $50 of birthday money. He must take one adult with him. An adult ticket costs $9.75. Each child ticket cost $6.25. What is the maximum number of friends Elliott could take with him to the movies?
Write the inequality to the problem.
6.25x+9.75 ≥ 50
6.25x+9.75 ≤ 50
9.75x+6.25 ≥ 50
9.75x+6.25 ≤ 50
Elliott decides to take his friends to a movie with his $50 of birthday money. He must take one adult with him. An adult ticket costs $9.75. Each child ticket cost $6.25. What is the maximum number of friends Elliott could take with him to the movies?
(Be careful here- Elliott has to be removed from the group of friends before you answer!)
Solve the inequality/answer the question.
x ≥ 5
x ≤ 6
x ≥ 7
x ≤ 7
You have $14 in your pocket. A taxi has a ride fee of $5 plus an additional fee of $0.60 per mile. What is the most miles you could ride in the taxi?
(Mileage is rounded up if you stop before a complete mile.)
Write the inequality to the problem.
0.60x+5 ≥ 14
0.60x+5 ≤ 14
0.60x+5 > 14
0.60x+5 < 14
You have $14 in your pocket. A taxi has a ride fee of $5 plus an additional fee of $0.60 per mile. What is the most miles you could ride in the taxi?
(Mileage is rounded up if you stop before a complete mile.)
Solve the inequality/answer the question.
x ≥ 15
x ≤ 15
x > 15
x < 15
-3x ≥ 12
7n - 1 > 76
6 > x
77 ≤ 5 + 8n
-169 ≤ 8m - 9
-3 ≥ (n/3) - 7
7n - 1 > 76
11x + 14 < –8?
Which graph matches the inequality
k < 3?
A
B
C
D
2 > p?
-2 ≥ n?
r ≥ -6?
½ ≤ a?
b ≥ -3/2?
3/2 ≥ p?
1/2 > b?
-0.2 ≤ x?
x < -1.1?
x < -2.8?
2.5 ≤ x?
