One and Two-Step Inequalites (7.EE.B.4b)

Solve the inequality:

s + 9 ≥ 15

• s ≥ 24

• s ≥ 6

• s ≤ -24

• s ≥ -6

Solve the inequality:

-2x ≤ 14

• x ≤ 7

• x ≤ -7

• x ≥ 7

• x ≥ -7

Solve the inequality:

 $\frac{x}{5}\ \le\ 13$ 

•  $x\ \le\ 2.6$  

• x < 65

•  $x\ \le\ 65$  
  

• x > 2.6

Solve the inequality:

22 < 6c + 4

• 11 > c

• 3 > c

• 11 < c

• 3 < c

Solve the inequality:

2x - 7 > 15

• x > 11

• x < 11

• $x\ge4$

• x < 4

Solve the inequality:
 $-5n+5<60$  

•  $n>-11$  

•  $n<-11$  

•  $n<-13$  

•  $n>-13$  

Solve the inequality:

2 - 3x ≤ 20

• x ≥ -6

• x ≤ -6

• x ≤ -7

• x ≥ -7

Jo needs to collect at least 1,000 signatures for a petition to cancel school forever. Se already has 520 and wants to collect the same amount of signatures in each of the next 6 weeks. What is the least amount of signatures Jo can collect each week to reach her goal?

• 80 signatures

• 62 signatures

• 75 signatures

• 90 signatures

Ann wants to spend no more than $8.50 on school supplies. She needs to purchase a binder for $6.89 and wants to spend the rest on pens that cost $0.59 each. What is the greatest number of pens can Ann buy?

• 3 pens

• 2.7 pens

• 2 pens

• 1.15 pens

Wes wants to spend under $15 on lunch. He decides to buy pizza slices for $2.50 each and a two liter soda that costs $1.75. What is the maximum number of pizza slices Wes can buy?

• 6 slices

• 5 slices

• 4 slices

• 3 slices