## Fill in the Blanks of Ratio and Proportion Table

Name
Date

1
Complete the ratio table to determine if the ratios are in direct variation
 24 12 30 21 18 56
2
Complete the ratio table to determine if the ratios are in direct variation
 7 8 9 6 10 12
3
Complete the ratio table to determine if the ratios are in direct variation
 8 10 6 4 16 12
4
Complete the ratio table to determine if the ratios are in direct variation
 8 2 7 40 50 20
5
Complete the ratio table to determine if the ratios are in direct variation
 9 10 18 54 72 90
6
Complete the ratio table to determine if the ratios are in direct variation
 8 20 10 12 6 18
7
Complete the ratio table to determine if the ratios are in direct variation
 9 10 3 15 9 21
8
Complete the ratio table to determine if the ratios are in direct variation
 30 15 18 25 20 35
9
Complete the ratio table to determine if the ratios are in direct variation
 9 12 27 30 40 20
10
Complete the ratio table to determine if the ratios are in direct variation
 9 4 32 56 64 48

Show All Workout
1
Complete the ratio table to determine if the ratios are in direct variation
 24 12 30 21 18 56
 24 12 30 21 18 64 32 80 56 48
Solution
Find the Common ratio of
2156
=
38
If the table in direct variation all the ratios must be equal
24x
=
38
,
12x
=
38
,
30x
=
38
,
2156
=
38
,
18x
=
38
38
=
24x
x =
8 x 243
x = 64
24x
=
2464
38
=
12x
x =
8 x 123
x = 32
12x
=
1232
38
=
30x
x =
8 x 303
x = 80
30x
=
3080
38
=
18x
x =
8 x 183
x = 48
18x
=
1848
2
Complete the ratio table to determine if the ratios are in direct variation
 7 8 9 6 10 12
 7 8 9 5 6 14 16 18 10 12
Solution
Find the Common ratio of
612
=
12
If the table in direct variation all the ratios must be equal
7x
=
12
,
8x
=
12
,
9x
=
12
,
x10
=
12
,
612
=
12
12
=
7x
x =
2 x 71
x = 14
7x
=
714
12
=
8x
x =
2 x 81
x = 16
8x
=
816
12
=
9x
x =
2 x 91
x = 18
9x
=
918
12
=
x10
x =
1 x 102
x = 5
x10
=
510
3
Complete the ratio table to determine if the ratios are in direct variation
 8 10 6 4 16 12
 3 2 8 6 10 6 4 16 12 20
Solution
Find the Common ratio of
816
=
12
If the table in direct variation all the ratios must be equal
x6
=
12
,
x4
=
12
,
816
=
12
,
x12
=
12
,
10x
=
12
12
=
x6
x =
1 x 62
x = 3
x6
=
36
12
=
x4
x =
1 x 42
x = 2
x4
=
24
12
=
x12
x =
1 x 122
x = 6
x12
=
612
12
=
10x
x =
2 x 101
x = 20
10x
=
1020
4
Complete the ratio table to determine if the ratios are in direct variation
 8 2 7 40 50 20
 8 10 2 4 7 40 50 10 20 35
Solution
Find the Common ratio of
840
=
15
If the table in direct variation all the ratios must be equal
840
=
15
,
x50
=
15
,
2x
=
15
,
x20
=
15
,
7x
=
15
15
=
x50
x =
1 x 505
x = 10
x50
=
1050
15
=
2x
x =
5 x 21
x = 10
2x
=
210
15
=
x20
x =
1 x 205
x = 4
x20
=
420
15
=
7x
x =
5 x 71
x = 35
7x
=
735
5
Complete the ratio table to determine if the ratios are in direct variation
 9 10 18 54 72 90
 2 6 9 8 10 18 54 81 72 90
Solution
Find the Common ratio of
1090
=
19
If the table in direct variation all the ratios must be equal
x18
=
19
,
x54
=
19
,
9x
=
19
,
x72
=
19
,
1090
=
19
19
=
x18
x =
1 x 189
x = 2
x18
=
218
19
=
x54
x =
1 x 549
x = 6
x54
=
654
19
=
9x
x =
9 x 91
x = 81
9x
=
981
19
=
x72
x =
1 x 729
x = 8
x72
=
872
6
Complete the ratio table to determine if the ratios are in direct variation
 8 20 10 12 6 18
 8 20 10 12 6 12 30 15 18 9
Solution
Find the Common ratio of
1218
=
23
If the table in direct variation all the ratios must be equal
8x
=
23
,
20x
=
23
,
10x
=
23
,
1218
=
23
,
6x
=
23
23
=
8x
x =
3 x 82
x = 12
8x
=
812
23
=
20x
x =
3 x 202
x = 30
20x
=
2030
23
=
10x
x =
3 x 102
x = 15
10x
=
1015
23
=
6x
x =
3 x 62
x = 9
6x
=
69
7
Complete the ratio table to determine if the ratios are in direct variation
 9 10 3 15 9 21
 5 9 10 3 7 15 27 30 9 21
Solution
Find the Common ratio of
39
=
13
If the table in direct variation all the ratios must be equal
x15
=
13
,
9x
=
13
,
10x
=
13
,
39
=
13
,
x21
=
13
13
=
x15
x =
1 x 153
x = 5
x15
=
515
13
=
9x
x =
3 x 91
x = 27
9x
=
927
13
=
10x
x =
3 x 101
x = 30
10x
=
1030
13
=
x21
x =
1 x 213
x = 7
x21
=
721
8
Complete the ratio table to determine if the ratios are in direct variation
 30 15 18 25 20 35
 30 15 12 18 21 50 25 20 30 35
Solution
Find the Common ratio of
1525
=
35
If the table in direct variation all the ratios must be equal
30x
=
35
,
1525
=
35
,
x20
=
35
,
18x
=
35
,
x35
=
35
35
=
30x
x =
5 x 303
x = 50
30x
=
3050
35
=
x20
x =
3 x 205
x = 12
x20
=
1220
35
=
18x
x =
5 x 183
x = 30
18x
=
1830
35
=
x35
x =
3 x 355
x = 21
x35
=
2135
9
Complete the ratio table to determine if the ratios are in direct variation
 9 12 27 30 40 20
 9 12 27 30 15 12 16 36 40 20
Solution
Find the Common ratio of
3040
=
34
If the table in direct variation all the ratios must be equal
9x
=
34
,
12x
=
34
,
27x
=
34
,
3040
=
34
,
x20
=
34
34
=
9x
x =
4 x 93
x = 12
9x
=
912
34
=
12x
x =
4 x 123
x = 16
12x
=
1216
34
=
27x
x =
4 x 273
x = 36
27x
=
2736
34
=
x20
x =
3 x 204
x = 15
x20
=
1520
10
Complete the ratio table to determine if the ratios are in direct variation
 9 4 32 56 64 48
 9 4 7 8 6 72 32 56 64 48
Solution
Find the Common ratio of
432
=
18
If the table in direct variation all the ratios must be equal
9x
=
18
,
432
=
18
,
x56
=
18
,
x64
=
18
,
x48
=
18
18
=
9x
x =
8 x 91
x = 72
9x
=
972
18
=
x56
x =
1 x 568
x = 7
x56
=
756
18
=
x64
x =
1 x 648
x = 8
x64
=
864
18
=
x48
x =
1 x 488
x = 6
x48
=
648

# Finding the Missing Values in the Ratio & Proportion Table Worksheet

Finding the missing values in the ratio & proportion table worksheet with answers for 6th grade math curriculum is available online for free in printable and downloadable (pdf & image) format. Tap on PRINT, PDF or IMAGE button to print or download this grade-6 ratio & proportion worksheet to practice how to find and fill in the blanks of ratio table.

How to Use this Worksheet

In this sixth grade ratio & proportion worksheet, students are required to find & fill in the blanks of given ratio and proportion table. In proportions, the product of means equals to product of extremes.
The product of extremes = The product of means

The antecedent of first ratio and consequent of second ratio is called as EXTREMES. Similarly, the consequent of first ratio and antecedent of second ratio is called as MEANS.

Compare the ratio which has both antecedent or consequent with any ratio which has anyone missing term in the ratio and proportion table. To find the missing values of ratio table, find the value of antecedent or consequent of each ratio by applying the law of proportions. The law states that the product of means is always equal to the product of extremes if two ratios are in direct variation or proportion.

Teachers, tutors, parents or students can check or validate the solved questions by using the corresponding answers key which comprises the step by step work on how to find the missing term in the ratio and proportion table, for each problem of this worksheet.

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