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WorksheetsRatios and Proportional Relationships
Total questions: 15
Worksheet time: 8mins
Which of the following ratios is equivalent to
6:11 ?2:5
3:5
18:33
12:24
What is the rate and unit rate of
300 customers in 30 days?
Rate: 12 Customers per day
Unit Rate: 12
Rate: 10 customers per day
Unit Rate: 10
Rate: 15 customers per day
Unit Rate: 15
Rate: 30 customers per day
Unit Rate: 30
Find the rate and unit rate for
$12.37 for 7 pounds
Rate: 1.52 dollars per pound
Unit Rate: 1.52
Rate: 0.566 dollars per pound
Unit Rate: 0.566
Rate: 1.963 dollars per pound
Unit Rate: 1.963
Rate: 1.767 dollars per pound
Unit Rate: 1.767
Which of the following is an equivalent ratio to 12:7 ?
24:7
12:3
48:14
36:21
Devon is trying to find the unit price on a 6-pack of sodas on sale for $3.
What is the unit price per can?
$0.75
$0.50
$1
$2
Assume that the number of calories burned is proportional to time.
Use the following diagram to determine how many calories would be burned if you jumped rope for 10 minutes.
71.5 calories
110 calories
88 calories
125 calories
What is the ratio of triangles to circles?
9:6
6:9
9:15
1:2
What is the rate of squares to circles?
2:7
3:6
6:9
6:3
What is the ratio of blue dots to red dots?
6:5
12:4
4:6
1:2
What is the ratio of apples to pears?
3:6
2:9
6:3
4:7
Which ratio is an equivalent ratio to 16:4?
16:6
10:15
32:8
9:3
What is the ratio of blue dots to red dots?
6:4
12:4
4:6
1:2
Assume that the number of calories burned is proportional to time.
Use the following diagram to determine how many calories would be burned if you jumped rope for 5 minutes.
55 calories
110 calories
71.5 calories
125 calories
What is the ratio of pears to all of the fruit?
3:6
7:1
3:9
4:7
If a 25 inch deep bathtub fills up at a ratio of 2.5 inches every 3 minutes. ( 2.5 : 3 )
How long will it take for the bathtub to fill up to the 25 inches?
40 minutes
35 minutes
20 minutes
30 minutes
