Unit 6 Lesson 13 - Reintroducing Inequalities

 $-2x<14$  

The solutions to this inequality

• include -7

• don't include -7

 $-2x\le14$  

The solutions to this inequality

• include -7

• don't include -7

 $10x>120$  

The solutions to this inequality

• include 12

• don't include 12

 $10x\ge120$  

The solutions to this inequality

• include 12

• don't include 12

Consider the inequality below. Select all numbers that will make the inequality TRUE.

 $x+6<5$  

• 1

• 0

• -1

• -5

• -12

Consider the inequality below. Select all numbers that will make the inequality FALSE.

 $x+6<5$  

• 1

• 0

• -1

• -5

• -12

 $-4y\ge20$  

Select all of the values that make the inequality below true.

• 5

• 0

• -5

• -10

• -100

 $y+\left(-6\right)<20$  

Select all of the values that make the inequality below true.

• 50

• 26

• 0

• -26

• -50

Which inequality represents the situation below?

Jack got $5 from Chloe, but still has less than $50.

• $x+5<50$

• $x-5<50$

• $5x<50$

• $\frac{1}{5}x<50$

Which inequality represents the situation below?

Jill spent $5 and has less than $50.

• $x+5<50$

• $x-5<50$

• $5x<50$

• $\frac{1}{5}x<50$