Proportional equations · grades 6–7
Solving Proportions Worksheet Generator
Create proportions such as 3 : 5 = 12 : ____, with the missing value appearing in any of the four positions. Every equation is generated from one reduced ratio and one whole-number scale factor.
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Solving Proportions Practice
Solve proportions · Medium whole numbers · Seed 261401
5 : 11 = ____ : 99
5 : 11 = ____ : 110
7 : 10 = 49 : ____
9 : ____ = 36 : 40
____ : 13 = 6 : 26
10 : ____ = 60 : 66
4 : ____ = 12 : 21
10 : 11 = 50 : ____
____ : 12 = 39 : 36
13 : ____ = 78 : 48
13 : 14 = 65 : ____
2 : 5 = ____ : 50
2 : ____ = 20 : 90
5 : 14 = ____ : 126
4 : 13 = ____ : 65
10 : ____ = 60 : 54
11 : ____ = 77 : 91
____ : 11 = 56 : 88
Encourage scale-factor reasoning before cross multiplication when one ratio is an obvious whole-number multiple of the other.
Move the blank among all four positions so students learn the relationship rather than one memorized layout.
A final cross-product check is useful: the two diagonal products should match for every valid proportion.
Mix simplifying, tables, unit rates, proportions, and percent proportions in one generator.
Connect ratios to percents →Practice part / whole = percent / 100 after equivalent ratios are secure.
Frequently asked questions
Can the missing value appear anywhere?
Yes. The blank can replace any of the four terms in the proportion.
Are the answers whole numbers?
Yes. Each proportion is constructed from a reduced ratio and a whole-number multiplier.
Are all proportions exact?
Yes. The two ratios are mathematically equivalent by construction.
Can I control difficulty?
Yes. The number-size setting changes the base terms and scale-factor range.