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Solve inequalities by Substitution

Solve inequalities by Substitution

Assessment

Presentation

Mathematics

6th Grade

Medium

CCSS
6.EE.B.5, 6.EE.A.2C, 6.EE.B.8

+1

Standards-aligned

Created by

Michael McCrory

Used 26+ times

FREE Resource

6 Slides • 8 Questions

1

Solve inequalities by Substitution

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2

I can...

  • Classify inequalities as true or false.

  • Using substitution of a given number from a specified set, determine if an inequality is true or false.

3

Standards

  • 6.AF.4

    Understand that solving an equation or inequality is the process of answering the following question: Which values from a specified set, if any, make the equation or inequality true? Use substitution to determine whether a given number in a specified set makes an equation or inequality true.

  • 6.AF.6

    Write an inequality of the form x > c, x ≥ c, x < c, or x ≤ c, where c is a rational number, to represent a constraint or condition in a real-world or other mathematical problem. Recognize inequalities have infinitely many solutions and represent solutions on a number line diagram.

4

Multiple Choice

REVIEW - 6x + 7y - 5 when x=2 and y = 3

1

12

2

28

3

72

4

108

5

True or False

-6 > -3

Prove it.

6

Vocabulary and symbols

  • Inequality - a math sentence that shows two values are no equal

  • > Greater than

  •  \ge  Greater than or equal to

  • < Less than

  •  \le  Less than or equal to

  • = equal  \ne  not equal (or inequal)

7

True or False

 777\le7  

8

Multiple Choice

True or Flase

 43-4\le-3  

1

True

2

False

9

Multiple Choice

True or False n+6 < 14 if n=8

1

True

2

False

10

Multiple Choice

True or False

 3b+214 if b=43b+2\le14\ if\ b=4  

1

True

2

False

11

Multiple Choice

Use the replacement set to find the solution set to the inequality

 c+5 16; {10, 11, 12}c+5\ \le16;\ \left\{10,\ 11,\ 12\right\}  

1

{10}

2

{10, 11} 

3

{10, 11, 12}

12

Multiple Select

What are four symbols that can be used to represent an inequality?

1

==

2

>>

3

<<

4

\le

5

\ge

13

Open Ended

Why can an algebraic expression have more than one solution, but a numerical expression cannot?

14

Poll

How are you feeling about inequalities?

I'm a boss at it

I could pass.

What is this all about?!

Solve inequalities by Substitution

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