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Comparing Ratio Tables

Total questions: 20

Worksheet time: 20mins

Name
Class
Date
1.

What is the value of C in the ratio table?

a)

80

b)

24

c)

96

d)

92

2.

What number will make the equation equivalent? 

a)

2

b)

3

c)

4

3.

What is the value of B in the ratio table?

a)

3

b)

9

c)

2

d)

6

4.

Using that same ratio, how much decaf coffee would they have if they had 32 regular?

a)

8

b)

48

c)

4

d)

16

5.

In the same ratio for red paint to yellow paint, how many oz of red paint will he need for 35 oz of yellow paint?

a)

15 oz

b)

21 oz

c)

45 oz

d)

11 oz

6.

In a diner, the ratio of regular coffee to decaf coffee is 2:3, as shown in the ratio table above. Using the table, how much regular coffee would the diner have if they have 12 decaf? (value A)

a)

8

b)

12

c)

4

d)

16

7.

The 6th grade took a field trip to the movies. The table shows the price of popcorn based on the quantity purchased. How much would it cost for 20 bags of popcorn? 

a)

50

b)

55

c)

60

d)

65

8.

Maria is making necklaces for her friends. In one necklace, she has a ratio of 7 blue beads for every 5 red beads. If she has 14 blue beads, how many red beads will she have?

a)

15 red beads

b)

20 red beads

c)

10 red beads

d)

45 red beads

9.

Kevin is mixing paint to make orange. The ratio of red paint to yellow paint is 3 oz to 5 oz. How much yellow paint should he mix with 9 oz of red paint?

a)

15 oz

b)

30 oz

c)

45 oz

d)

11 oz

10.

In the ratio table showing the ratio of sugar to flour, what would be the next equivalent ratio after 6:9?

a)

8:12

b)

12:8

c)

8:11

d)

9:12

11.

Joselyn earns $400 for 40 hours of work. Use a ratio table to determine how much she earns for 6 hours of work.

a)

$60.00

b)

$20.00

c)

$40.00

d)

$10.00

12.

Luz earns $400 for 40 hours of work. Use a ratio table to determine how much she earns for 6 hours of work.

a)

$60.00

b)

$20.00

c)

$40.00

d)

$10.00

13.

Complete the ratio table

a)

10, 35

b)

12, 41

c)

10, 41

d)

10, 45

14.

What is the value of A in this table?

a)

8

b)

12

c)

4

d)

16

15.

Determine whether the ratios are equivalent.

a)

yes

b)

no

c)

maybe

16.

Determine all the correct equivalent ratios from the ratio table comparing cups of Kool-aid Mix to Cups of Sugar.

a)

2 to 1

b)

3 to 1

c)

10 to 2

d)

10 to 5

e)

16 to 8

17.

Millie charges $54 for every 4 hours of babysitting.

Complete the ratio table showing how much Millie earns if she babysits for 10 hours.

How much does Millie earn after 10 hours of babysitting?

(a)  

18.

Tinley and her sister, Matty were having a texting competition and created tables to show their personal records. Tinley can type 54 words per minute and Matty can type 53 words per minute. Determine which table correctly represents each person.

This table belongs to ___________________.

a)

Tinley

b)

Sister

19.

Graham is making treat bags of mixed candy to give as favors at his sister’s birthday party. He has enough candy to make favors for all her friends as long as he keeps the ratio consistent. The ratio of the number of sour candies, C, to the number of sweet treats, T, is 4 : 1. Based on the ratio, select all true statements. To help you determine the correct statements, you may create a ratio table.

a)

The equation C=1/4T can be used to calculate the number of sour candies given the sweet treats.

b)

The equation T=1/4C can be used to calculate the number of sweet treats given the sour candies.

c)

If Graham put 24 sour candies in a bag, he should have 6 sweet treats in that bag.

d)

If Graham put 12 sweet treats in a bag, he should have 3 sour candies in that bag.

e)

The equation C=4T can be used to calculate the number of sour candies given the sweet treats.

20.

A few students in 6th grade are determined to read more books than the 8th graders. They decided to record their progress every 8 weeks. Below is the record of their progress. Assuming the rate remained constant, how many books did the 6th graders read in 18 weeks?

(a)