# What are examples of equivalent ratios?

## What are examples of equivalent ratios?

Equivalent ratios are those that can be simplified or reduced to the same value. In other words, two ratios are considered equivalent if one can be expressed as a multiple of the other. Some examples of equivalent ratios are 1:2 and 4:8, 3:5 and 12:20, 9:4 and 18:8, etc.

### Are the ratios 18 1:2 and 3 2 equivalent?

Whenever the simplified form of two ratios are equal, then we can say that the ratios are equivalent ratios. For example, 6 : 4 and 18 : 12 are equivalent ratios, because the simplified form of 6 : 4 is 3 : 2 and the simplified form of 18 : 12 is also 3 : 2.

How do you solve equivalent ratios?

Two ratios that have the same value are called equivalent ratios. To find an equivalent ratio, multiply or divide both quantities by the same number.

What is a equivalent ratio in math?

Equivalent ratios have the same value. To determine whether two ratios are equivalent, write them as fractions. If the fractions are equal, the ratios are equivalent.

## What’s a equivalent ratio?

Equivalent ratios, sometimes known as equivalent fractions, are ratios that have the same proportion to each other when put in simplest form. Let’s take the following ratios as a quick example.

### Which ratio is equivalent to the ratio 5 2?

Therefore the ratios 10:4, 15:6, 20:8, 25:10,.., 5n:2n are equal to the ratio 5:2.

Are the ratios 15 5 and 3 1 equivalent?

Since the fractional versions of the ratios are equal, the ratios are equivalent.

What is the ratio of 12 and 18?

First 12 and 18 comes in multiples of 2 so 12 is 6 times and 18 is 9 times then the ratio would be 6:9. 6 and 9 are in 3 tables so the ratio becomes 2:3.

## How do you explain equivalent ratios?

An equivalent ratio means that the proportional relationship stays the same. You can calculate your own equivalent ratios by multiplying the first number by the same ratio, or unit of proportion, to get the second number.

### What is an equivalent ratio for 3 to 5?

The given ratios 3: 5 and 15: 25 are equal. Because when you divide the ratio 15: 25 by 5 on both numerator and denominator, the first ratio 3: 5 can be obtained. Similarly, when you multiply the first ratio 3: 5 by 5, the ratio 15: 25 can be obtained.

How to identify equivalent ratios?

Given a ratio,students identify equivalent ratios.

• Students relate the positive number,c,in the description of equivalent ratios to the tape diagrams they have been using to find equivalent ratios.
• Two ratios and are equivalent ratios if there is a positive number,c,such that C = cA and D = cB.
• What is the formula for an equivalent ratio?

When calculating equivalent ratios you must multiply or divide both numbers in the ratio. This keeps both numbers in direct relation to each other. So, a ratio of 2/3 has an equivalent ratio of 4/6: in this ratio calculation we simply multiplied both 2 and 3 by 2. Math Calculators You may also find the following Math calculators useful.

## What are facts about equivalent ratios?

In fact, they’re called equivalent ratios, which are ratios that express the same relationship between two numbers. The ratios 60/1 and 120/2 are equivalent because the relationship between the two parts of the ratios didn’t change. According to the ratio 60/1, you travel 60 miles for every hour you drive.

### How are equivalent ratios are like equivalent fractions?

Enter a Ratio into the equivalent ratio calculator,for example,you could enter 7:25

• Select the number of equivalent ratios that you would like to see in the table of results
• The equivalent ratio calculator will calculate as you type and produce a lis of equivalent ratios in a table below the calculator
• Begin typing your search term above and press enter to search. Press ESC to cancel.