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Solving Inequalities Lesson 1

Solving Inequalities Lesson 1

Assessment

Presentation

Mathematics

9th Grade

Practice Problem

Medium

CCSS
7.EE.B.4B, 6.EE.B.8, 7.EE.B.4A

+1

Standards-aligned

Created by

Andrew Witczak

Used 15+ times

FREE Resource

14 Slides • 13 Questions

1

Solving Inequalities

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Multiple Choice

Solve the inequality: 2(x − 3) ≤ 3x − 2

1

x≤ -4

2

x≤ 6

3

x≥4

4

x≥6

16

Multiple Choice

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What is the equation for this graph?

1

x>-2

2

x>-4

3

x<-2

4

x<-4

17

Multiple Choice

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Solve the inequality x + 9 ≤ 7 to find out if this is the graph it creates

1

This is the graph, subtract 9 from both sides to get x

2

This is the graph, add 9 to both sides to get x

3

This isn't the graph

18

Multiple Choice

Solve the inequality: x − 5 > 2x + 3

1

x>8

2

x>-12

3

x>-12

4

x<-8

19

Multiple Choice

Solve the inequality: 4x + 25 > 13

1

x<3

2

x<-3

3

x>3

4

x>-3

20

Multiple Choice

Solve the inequality: 4x + 25 > 13

1

x<3

2

x<-3

3

x>3

4

x>-3

21

Multiple Choice

Solve the inequality: 2x − 9 < 3

1

x<12

2

x<3

3

x<6

4

x>12

22

Multiple Choice

True or false: When solving the inequality 10x + 22 < 2, the second step should say 10x > −20 because I added -22 to both sides and I got a negative number on the right.

1

True, only reverse when adding/subtracting by a negative

2

False, only reverse when multiplying/dividing by a negative

23

Multiple Choice

True or false: When solving the inequality 10x + 22 < 2, the second step should say 10x > −20 because I added -22 to both sides and I got a negative number on the right.

1

True, only reverse when adding/subtracting by a negative

2

False, only reverse when multiplying/dividing by a negative

24

Multiple Choice

True or false: When solving the inequality −5x ≥ 45, the answer is x ≤ −9 because I divided both sides of the inequality by a negative number.

1

True

2

False

25

Multiple Choice

True or false: The notation 12 < x means the same thing as x < 12. It works just like 12 = x and x = 12.

1

True

2

False

26

Multiple Choice

Renting the ice-skating rink for a party costs $200 plus $4 per person. If the final charge for Dane’s birthday party was $324, how many people attended his birthday party?

1

30 people

2

31 people

3

33 people

4

29 people

27

Multiple Choice

Virginia’s Painting Service charges $10 per job and $0.20 per square foot. If Virginia earned $50 for painting one job, how many square feet did she paint at the job?

1

f= 220ft²

2

f= 300ft²

3

f= 200ft²

4

f= 320ft²

Solving Inequalities

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