A mathematical comparison between two different numbers is known as ‘proportions’. In general, it is referred to as the part, number, or share considered in comparative relation to a whole. When two ratios are equal or equivalent, they are meant to be in proportion. They are generally denoted using the symbol, ‘=’ or ‘::’. For instance, the time taken by a car to cover 60 km per hour is equal to the time taken by it to cover the distance of 300 km for 5 hours. So, 60 km / hr = 300 km / 5hr.

Grade 7

Rates And Proportional Relationships

7.RP.A.2

Teaching Solving Proportion Worksheets

Proportion is classified into two types. They are: inverse proportions and direct proportions.

Direct Proportion: The direct relationship between two different quantities is known as direct proportion. For example, if the quantity of A increases, the quantity of B also increases.

Inverse Proportion: The inverse relationship between two different quantities is known as inverse proportion. For example, if the quantity of A increases, the quantity of B decreases.

Proportion = a : b :: c : d = a/b = c/d

Let us look at the given example mentioned below to understand more about proportion.

Q. Amrita runs 4 miles in 40 minutes. At this rate, how far can amrita run in 60 minutes?

Solution:

Here,

Let x be the number of miles, she can run in 40 minutes.

It is given that running 4 miles in 40 minutes is the same as running x miles in 60 minutes.

Equation = 4 / 40 = x / 60

40 x = 240.

X = 240 / 40 = 6 miles.

Hence, Amrita can run 6 miles in 60 minutes.

Why Should You Use a Solve Proportions Worksheet for Your Students?

Students can easily find the proportion between two or more quantities using this worksheet.

These worksheets will help your students to learn different new concepts such as: proportion, ratio and so on.

Download Equations with Solve Proportion Worksheets PDF

You can download and print these super fun equations with solve proportion worksheets pdf from here for your students. You can also try our Solve Proportions Problems and Solve Proportions Quiz as well for a better understanding of the concepts.

Proportion is classified into two types. They are: inverse proportions and direct proportions.

Direct Proportion: The direct relationship between two different quantities is known as direct proportion. For example, if the quantity of A increases, the quantity of B also increases.

Inverse Proportion: The inverse relationship between two different quantities is known as inverse proportion. For example, if the quantity of A increases, the quantity of B decreases.

Proportion = a : b :: c : d = a/b = c/d

Let us look at the given example mentioned below to understand more about proportion.

Q. Amrita runs 4 miles in 40 minutes. At this rate, how far can amrita run in 60 minutes?

Solution:

Here,

Let x be the number of miles, she can run in 40 minutes.

It is given that running 4 miles in 40 minutes is the same as running x miles in 60 minutes.

Equation = 4 / 40 = x / 60

40 x = 240.

X = 240 / 40 = 6 miles.

Hence, Amrita can run 6 miles in 60 minutes.

Why Should You Use a Solve Proportions Worksheet for Your Students?

Students can easily find the proportion between two or more quantities using this worksheet.

These worksheets will help your students to learn different new concepts such as: proportion, ratio and so on.

Download Equations with Solve Proportion Worksheets PDF

You can download and print these super fun equations with solve proportion worksheets pdf from here for your students. You can also try our Solve Proportions Problems and Solve Proportions Quiz as well for a better understanding of the concepts.

Proportion is classified into two types. They are: inverse proportions and direct proportions.

Direct Proportion: The direct relationship between two different quantities is known as direct proportion. For example, if the quantity of A increases, the quantity of B also increases.

Inverse Proportion: The inverse relationship between two different quantities is known as inverse proportion. For example, if the quantity of A increases, the quantity of B decreases.

Proportion = a : b :: c : d = a/b = c/d

Let us look at the given example mentioned below to understand more about proportion.

Q. Amrita runs 4 miles in 40 minutes. At this rate, how far can amrita run in 60 minutes?

Solution:

Here,

Let x be the number of miles, she can run in 40 minutes.

It is given that running 4 miles in 40 minutes is the same as running x miles in 60 minutes.

Equation = 4 / 40 = x / 60&...

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