Top Banner
Warm Up Warm Up Solve. 6x + 5 < 23 Solve. -17 > 5x – 2 Write the following as an inequality. • All numbers greater than or equal to 0. • Where do numbers end? • Name this celebrity baby
12

Linear Inequalities Part 2

May 21, 2015

Download

Education

elissamiller

Algebra 1- Day 1 lesson plan was just on solving inequalities. This is the lesson plan for day 2 where I introduced graphing and interval notation.
Welcome message from author
This document is posted to help you gain knowledge. Please leave a comment to let me know what you think about it! Share it to your friends and learn new things together.
Transcript
Page 1: Linear Inequalities Part 2

Warm UpWarm UpSolve. 6x + 5 < 23 Solve. -17 > 5x – 2

Write the following as an inequality.

• All numbers greater than or equal to 0.

• Where do numbers end?

• Name this celebrity baby

Page 2: Linear Inequalities Part 2

Graphing Inequalities

Inequality Dot< and >≤ and ≥

There are three pieces to graphing:

1.Number Line

2.Dot

3.Shading

Page 3: Linear Inequalities Part 2

Graphing Inequalities

x < 2x < 2LineDotShade

Page 4: Linear Inequalities Part 2

Graphing Inequalities

x > -2x > -2LineDotShade

Page 5: Linear Inequalities Part 2

Graphing Inequalities

x ≤ 1x ≤ 1LineDotShade

Page 6: Linear Inequalities Part 2

Graphing Inequalities

x ≥ 0x ≥ 0LineDotShade

Page 7: Linear Inequalities Part 2

Graphing InequalitiesSolve, then graph.Solve, then graph.

x + 3 ≤ 2(x – 4)x + 3 ≤ 2(x – 4)

Page 8: Linear Inequalities Part 2

Graphing InequalitiesVideo

Page 9: Linear Inequalities Part 2

Graphing Inequalities

Inequality Dot Interval< and > Empty (≤ and ≥ Full [

Now that we know how to graph, we need to Now that we know how to graph, we need to learn how to write the answer as an interval.learn how to write the answer as an interval.

Page 10: Linear Inequalities Part 2

Graphing Inequalities

Here are the steps:• Solve• Graph• Change• Interval

-6 + 5x < 19

Page 11: Linear Inequalities Part 2

Graphing Inequalities

Here are the steps:• Solve• Graph• Change• Interval

x + 3 ≤ 2(x – 7)

Page 12: Linear Inequalities Part 2

Graphing Inequalities

Here are the steps:• Solve• Graph• Change• Interval

-x + 6 > -(2x + 4)