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2.6 Day 1 Solving Absolute Inequalities with "AND" Statement

2.6 Day 1 Solving Absolute Inequalities with "AND" Statement

Assessment

Presentation

•

Mathematics

•

9th Grade

•

Practice Problem

•

Hard

Created by

Gemma Nguyen

Used 9+ times

FREE Resource

6 Slides • 5 Questions

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Absolute Value Inequalities

2.6 Day 1

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Learning Target

Student will be able to…

●Solve absolute value inequalities with “AND” statement.

3

Multiple Choice

Question image

Solve: −7≥−x−1≥4-7\ge-x-1\ge4

1

−5≥x≥6-5\ge x\ge6

2

5>x>−65>x>-6

3

−5≤x≤6-5\le x\le6

4

−5≤x≤−6-5\le x\le-6

4

Multiple Choice

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Solve: 6+7x>13 or −6x+5>−76+7x>13\ or\ -6x+5>-7

1

−1<x<2-1<x<2

2

−1<x<−2-1<x<-2

3

1<x<21<x<2

4

−1≤x≤−2-1\le x\le-2

5

Multiple Choice

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Solve: 4m−7>13 or 3m−1≥24m-7>13\ or\ 3m-1\ge2

1

1≤m<51\le m<5

2

1≥m>51\ge m>5

3

m>5m>5

4

m≤−5m\le-5

6

Multiple Choice

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Solve: 3x−2≤−17 or 3x−3≤−183x-2\le-17\ or\ 3x-3\le-18

1

x>−5x>-5

2

x≤−5x\le-5

3

1≥x>51\ge x>5

4

1≤x<51\le x<5

7

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Solving Absolute Value Inequalities

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Example 1: Solving Absolute Value Inequalities

a)

|y+2| < 8

b)

|3+r| – 4 < 0

c)

d)

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Example 2

Solve the absolute value inequality.

11

Multiple Choice

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Solve: ∣x+3∣<8\left|x+3\right|<8

1

−11<x<5-11<x<5

2

−11>x>5-11>x>5

3

−11<x<−5-11<x<-5

4

−11>x>−5-11>x>-5

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Absolute Value Inequalities

2.6 Day 1

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