# Solving Compound And Absolute Value Inequalities Worksheet Answers

Solving Compound And Absolute Value Inequalities Worksheet Answers – Algebra 2 Tuesday 9/16/14. Complete and discuss the warm-up Discussion and notes: 1.6 Solving integral and absolute inequalities Work is due on Wednesday,

Topic Presentation: “Algebra 2 Tuesday, 09/16/14. Complete and discuss the warm-up discussion and notes: 1.6 Solving Inequalities in Values ​​and Absolute Values ​​Wednesday, “— Presentation transcript:

## Solving Compound And Absolute Value Inequalities Worksheet Answers

2 Complete and comment on the warm-up Discussion and notes: 1.6 Solving integral and absolute inequalities Assignment given Wednesday 9/17: A#1.6 page 45 #12 – 30 pairs (skip 22) ARIO 6:30 – 8:30 pm Chapter 1 test this Friday!!!

#### Solving Absolute Value Equations And Inequalities

4 Compound inequality consists of two inequalities joined by the word and (conjunction) or the word o (distinction). To solve, you need to solve each part. Determining Compound Inequalities: See the section on page 41 of your text.

7 Algebra 2 Wednesday 09/17/14 Full Discussion and Notes: 1.6 Solving Value and Absolute Value Inequalities This Class Homework: A#1.6 page 45 #12 – 30 pairs (skip 22) Homework due to Thursday: 1.5/1.6 Practice Paper Front and Left!!!! Chapter 1 Test this Friday!!!

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In order for this website to work, we record user data and share it with processors. To use this website, you must agree to our privacy policy, including our cookie policy. Full value inequality word problem. Write an equation that includes the absolute value of the graph Find the equidistant points.

## Define Absolute Value Inequalities And Draw On A Number Line

Presentation on theme: “Absolute Value Inequalities Word Problems Writing Absolute Value Equations on a Graph Finding Equidistant Points.”— Presentation transcript:

2 Write an equation that includes the absolute value of the graph Find the point equidistant from –4 and the distance from 6. The midpoint between –4 and 6 is 1. Ex 1

3 The range from 1 to -4 is 5 points. The range from 1 to 6 is 5 points. So, the equation is

4 #2 Ex. On your basketball team, the starting players average between 6 and 10 points per game. Write an inequality of absolute values ​​that determines the average score of the players. Step 1: Write as an integral inequality Step 2: Find the midpoint and subtract each part Half between 6 and 10 is 8 Step 3: Rewrite the inequality as an absolute value. each game and differ by 2 points per game.

### Absolute Value Inequalities

5 #3 Ex. Your car gets 32 miles per gallon in the city. Actual mileage will vary on average by up to 5 miles per gallon. A) Write an absolute inequality that shows the distance your car can travel. B) Between these two numbers is the gas mileage gap. The car gets between 27 and 37 miles per gallon.

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