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100
True/False: 0 is a solution to 2y + 1 < -3
What is false (2*0 + 1 = 1 and 1 > -3)
100
Solve: m + 5 > -3
What is m > -8
100
Solve: 2x - 5 ≥ 9
What is x ≥ 7
100
Solve: 4(x+2)<20
What is x<3
100
Employees must work at least 20 years in a company to receive full benefits upon retirement. Write an inequality to describe this situation.
What is y ≥ 20.
200
True/False: 9/2 is a solution to 5(2g - 7) ≥ 10
What is true ... 5(2*9/2 - 7) = 5(9 - 7) = 5(2) = 10... and 10 ≥ 10
200
Solve: t + 3/8 ≤ -1/8
What is t ≤ -1/2
200
Solve: x/3 - 1 < 2
What is x < 9
200
Solve: -2(3x+1) ≥ 34
What is x ≥ 6
200
Your average in Algebra must be a 92.5 or greater to receive an A. Write an inequality to model this situation.
What is a ≥ 92.5
300
Describe the graph for the inequality: x < -1
What is an open dot on "-1" and an arrow to the left.
300
Solve: -7b > 42
What is b < -6
300
Solve: 7 ≤ 4x + 27
What is x ≥ -5
300
Solve: -(7+5x) ≤ 98
What is x ≥ -21
300
A classroom can hold a maximum of 32 kids. Write an inequality to describe this situation.
What is k ≤ 32
400
Describe the graph for the inequality: - 4 ≤ y
What is a closed dot on "-4" and an arrow to the right.
400
Solve: b/3 ≥ -2
What is b ≥ -6
400
Solve: -7x - 18 > 3
What is x < -3
400
Solve: 78 < 3(2-x)
What is x < -24
400
Jane needs to work over 14 hours a week to earn enough money to buy a phone. If she has already worked 5 hours this week, how many more does she need to work? Write an inequality to represent this situation (not the final answer, just write the inequality).
What is 5 + h >14
500
Describe the graph for the inequality: 12 < b
What is an open dot on 12 and an arrow to the left.
500
Solve: -10 > x/-2
What is x > 20
500
Solve: 20 ≥ -6x - 4
What is x ≥ -4
500
Solve: -1/2(4 - 5x) -7.3x < 10
What is x > -2.5
500
The maximum number of hours a minor can work in a week is 20. If John has already worked 12, how many more hours this week can we work? Write an inequality to represent this situation. (Not the final answer, just write an inequality).
What is 12 + h ≤ 20
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