Back to Details Practice: Use scale factors and unit rates in proportional relationships to solve ratio and percent problems. (NC.7.RP.3) Open in Editor

Practice: Use scale factors and unit rates in proportional relationships to solve ratio and percent problems. (NC.7.RP.3)

Targeted remediation practice

📚 Mathematics 🎓 Grade 7 ⏱️ 25 minutes

Learning Objectives

  • Use scale factors and unit rates in proportional relationships to solve ratio and percent problems.

Progress 4 sections
1

Practice set 1

Question 1

A {money:120.00} item is discounted 20%. What is the sale price?

Question 2

On a scale drawing, 1 cm represents 5 m. A wall is 3 cm long in the drawing. How long is the real wall?

Question 3

A {money:20.00} item increases in price by 20%. What is the new price?

Question 4

A {money:50.00} item is discounted 50%. What is the sale price?

Question 5

On a scale drawing, 1 cm represents 4 m. A wall is 8 cm long in the drawing. How long is the real wall?

2

Practice set 2

Question 6

A {money:80.00} item increases in price by 20%. What is the new price?

Question 7

A {money:60.00} item is discounted 10%. What is the sale price?

Question 8

On a scale drawing, 1 cm represents 3 m. A wall is 4 cm long in the drawing. How long is the real wall?

Question 9

A {money:120.00} item increases in price by 20%. What is the new price?

Question 10

A {money:60.00} item is discounted 25%. What is the sale price?

3

Practice set 3

Question 11

On a scale drawing, 1 cm represents 3 m. A wall is 6 cm long in the drawing. How long is the real wall?

Question 12

A {money:120.00} item increases in price by 10%. What is the new price?

Question 13

A {money:120.00} item is discounted 50%. What is the sale price?

Question 14

On a scale drawing, 1 cm represents 5 m. A wall is 4 cm long in the drawing. How long is the real wall?

Question 15

A {money:20.00} item increases in price by 15%. What is the new price?

4

Practice set 4

Question 16

A {money:120.00} item is discounted 25%. What is the sale price?

Question 17

On a scale drawing, 1 cm represents 3 m. A wall is 9 cm long in the drawing. How long is the real wall?

Question 18

A {money:120.00} item increases in price by 15%. What is the new price?

Question 19

A {money:100.00} item is discounted 50%. What is the sale price?

Question 20

On a scale drawing, 1 cm represents 2 m. A wall is 7 cm long in the drawing. How long is the real wall?