Determine If the Ratios are in Proportion: Worksheets, Online Test and Calculators

Determine if the ratios are in proportion worksheets, solved worksheet problems or exercises with step-by-step work, formative assessment as online test, calculator and more learning resources to learn, practice, assess and master the basic math skills of ratio and proportion.

Determine If the Ratios are in Proportion
Name Grade School
Date Questions10 Score

1
Determine if the ratios 19:17 and 76:68 are in proportion
2
Determine if the ratios 18:25 and 36:50 are in proportion
3
Determine if the ratios 2:10 and 12:60 are in proportion
4
Determine if the ratios 9:18 and 81:162 are in proportion
5
Determine if the ratios 23:7 and 46:14 are in proportion
6
Determine if the ratios 3:2 and 18:12 are in proportion
7
Determine if the ratios 21:17 and 147:119 are in proportion
8
Determine if the ratios 16:19 and 64:76 are in proportion
9
Determine if the ratios 5:2 and 30:12 are in proportion
10
Determine if the ratios 25:14 and 200:112 are in proportion

Solved Worksheet Problems
Show All Workout
1
Determine if the ratios 19:17 and 76:68 are in proportion
The ratios 19:17 and 76:68 are in proportion
step 1
Write the given ratios in fraction form
19:17 =
1917
76:68 =
7668
step 2
Find product of extremes & product of means
1917
=
7668
19 x 68 = 76 x 17
Extremes = 19, 68
Means = 76, 17
step 3
Find the product of Extremes & the product of Means
Product of extremes
19 x 68 = 1292
Product of means
76 x 17 = 1292
step 4
Check if the product of extremes & product of means is equal
Product of Extremes = Product of Means
1292 = 1292
The product of extremes & product of means is equal
step 5
Write the statement
Since the product of extremes & product of means is equal
The given ratios 19:17 and 76:68 are in proportion
2
Determine if the ratios 18:25 and 36:50 are in proportion
The ratios 18:25 and 36:50 are in proportion
step 1
Write the given ratios in fraction form
18:25 =
1825
36:50 =
3650
step 2
Find product of extremes & product of means
1825
=
3650
18 x 50 = 36 x 25
Extremes = 18, 50
Means = 36, 25
step 3
Find the product of Extremes & the product of Means
Product of extremes
18 x 50 = 900
Product of means
36 x 25 = 900
step 4
Check if the product of extremes & product of means is equal
Product of Extremes = Product of Means
900 = 900
The product of extremes & product of means is equal
step 5
Write the statement
Since the product of extremes & product of means is equal
The given ratios 18:25 and 36:50 are in proportion
3
Determine if the ratios 2:10 and 12:60 are in proportion
The ratios 2:10 and 12:60 are in proportion
step 1
Write the given ratios in fraction form
2:10 =
210
12:60 =
1260
step 2
Find product of extremes & product of means
210
=
1260
2 x 60 = 12 x 10
Extremes = 2, 60
Means = 12, 10
step 3
Find the product of Extremes & the product of Means
Product of extremes
2 x 60 = 120
Product of means
12 x 10 = 120
step 4
Check if the product of extremes & product of means is equal
Product of Extremes = Product of Means
120 = 120
The product of extremes & product of means is equal
step 5
Write the statement
Since the product of extremes & product of means is equal
The given ratios 2:10 and 12:60 are in proportion
4
Determine if the ratios 9:18 and 81:162 are in proportion
The ratios 9:18 and 81:162 are in proportion
step 1
Write the given ratios in fraction form
9:18 =
918
81:162 =
81162
step 2
Find product of extremes & product of means
918
=
81162
9 x 162 = 81 x 18
Extremes = 9, 162
Means = 81, 18
step 3
Find the product of Extremes & the product of Means
Product of extremes
9 x 162 = 1458
Product of means
81 x 18 = 1458
step 4
Check if the product of extremes & product of means is equal
Product of Extremes = Product of Means
1458 = 1458
The product of extremes & product of means is equal
step 5
Write the statement
Since the product of extremes & product of means is equal
The given ratios 9:18 and 81:162 are in proportion
5
Determine if the ratios 23:7 and 46:14 are in proportion
The ratios 23:7 and 46:14 are in proportion
step 1
Write the given ratios in fraction form
23:7 =
237
46:14 =
4614
step 2
Find product of extremes & product of means
237
=
4614
23 x 14 = 46 x 7
Extremes = 23, 14
Means = 46, 7
step 3
Find the product of Extremes & the product of Means
Product of extremes
23 x 14 = 322
Product of means
46 x 7 = 322
step 4
Check if the product of extremes & product of means is equal
Product of Extremes = Product of Means
322 = 322
The product of extremes & product of means is equal
step 5
Write the statement
Since the product of extremes & product of means is equal
The given ratios 23:7 and 46:14 are in proportion
6
Determine if the ratios 3:2 and 18:12 are in proportion
The ratios 3:2 and 18:12 are in proportion
step 1
Write the given ratios in fraction form
3:2 =
32
18:12 =
1812
step 2
Find product of extremes & product of means
32
=
1812
3 x 12 = 18 x 2
Extremes = 3, 12
Means = 18, 2
step 3
Find the product of Extremes & the product of Means
Product of extremes
3 x 12 = 36
Product of means
18 x 2 = 36
step 4
Check if the product of extremes & product of means is equal
Product of Extremes = Product of Means
36 = 36
The product of extremes & product of means is equal
step 5
Write the statement
Since the product of extremes & product of means is equal
The given ratios 3:2 and 18:12 are in proportion
7
Determine if the ratios 21:17 and 147:119 are in proportion
The ratios 21:17 and 147:119 are in proportion
step 1
Write the given ratios in fraction form
21:17 =
2117
147:119 =
147119
step 2
Find product of extremes & product of means
2117
=
147119
21 x 119 = 147 x 17
Extremes = 21, 119
Means = 147, 17
step 3
Find the product of Extremes & the product of Means
Product of extremes
21 x 119 = 2499
Product of means
147 x 17 = 2499
step 4
Check if the product of extremes & product of means is equal
Product of Extremes = Product of Means
2499 = 2499
The product of extremes & product of means is equal
step 5
Write the statement
Since the product of extremes & product of means is equal
The given ratios 21:17 and 147:119 are in proportion
8
Determine if the ratios 16:19 and 64:76 are in proportion
The ratios 16:19 and 64:76 are in proportion
step 1
Write the given ratios in fraction form
16:19 =
1619
64:76 =
6476
step 2
Find product of extremes & product of means
1619
=
6476
16 x 76 = 64 x 19
Extremes = 16, 76
Means = 64, 19
step 3
Find the product of Extremes & the product of Means
Product of extremes
16 x 76 = 1216
Product of means
64 x 19 = 1216
step 4
Check if the product of extremes & product of means is equal
Product of Extremes = Product of Means
1216 = 1216
The product of extremes & product of means is equal
step 5
Write the statement
Since the product of extremes & product of means is equal
The given ratios 16:19 and 64:76 are in proportion
9
Determine if the ratios 5:2 and 30:12 are in proportion
The ratios 5:2 and 30:12 are in proportion
step 1
Write the given ratios in fraction form
5:2 =
52
30:12 =
3012
step 2
Find product of extremes & product of means
52
=
3012
5 x 12 = 30 x 2
Extremes = 5, 12
Means = 30, 2
step 3
Find the product of Extremes & the product of Means
Product of extremes
5 x 12 = 60
Product of means
30 x 2 = 60
step 4
Check if the product of extremes & product of means is equal
Product of Extremes = Product of Means
60 = 60
The product of extremes & product of means is equal
step 5
Write the statement
Since the product of extremes & product of means is equal
The given ratios 5:2 and 30:12 are in proportion
10
Determine if the ratios 25:14 and 200:112 are in proportion
The ratios 25:14 and 200:112 are in proportion
step 1
Write the given ratios in fraction form
25:14 =
2514
200:112 =
200112
step 2
Find product of extremes & product of means
2514
=
200112
25 x 112 = 200 x 14
Extremes = 25, 112
Means = 200, 14
step 3
Find the product of Extremes & the product of Means
Product of extremes
25 x 112 = 2800
Product of means
200 x 14 = 2800
step 4
Check if the product of extremes & product of means is equal
Product of Extremes = Product of Means
2800 = 2800
The product of extremes & product of means is equal
step 5
Write the statement
Since the product of extremes & product of means is equal
The given ratios 25:14 and 200:112 are in proportion

Worksheet: Determine If the Ratios are in Proportion

Determine if the ratios are in proportion worksheet is the largest collection of practice problems and solved exercises which can be served as homework, classwork or assignment problems for the students to learn, practice, assess, iterate and master the skills of how to solve such ratio and proportion problems in basic mathematics.

Online Test
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Online Test: Determine If the Ratios are in Proportion

This online test to find the determine if the ratios are in proportion is a formative assessment which can be used as homework, classwork or assignment problems to assess and improve the learner's math skills on ratio and proportion.

Proportion Calculator

: :
3:15:6 & 4:20:8 are in Proportion
show workout

Work with steps - Are the Ratios in Proportion?

Question:
Determine if the ratios 3:15:6 & 4:20:8 are in proportion?
Answer:
step 1
Given Ratios are 3:15:6 & 4:20:8
Find the proportion value of each inputs
34
= 0.75
1520
= 0.75
68
= 0.75
All the results are equal to each other.
Hence, the given ratios are in proportion.

Proportion calculator is a key tool for users to generate step-by-step work to quickly understand the calculation, solve the homework problems, solve the classwork problems, prepare the answer key document for summative and formative assessments or immediately verify the entire calculation for the user supplied input values.