# Finding Average Of Percentages 3 or Multiple in Excel

In various real-life scenarios, you need to calculate the average percentage because it makes your work easier. There are multiple scenarios in your daily life routine, which put you to get the average percentage of your studies results, or in other environments.

Finding Average Of Percentages seems difficult, but actually, it is not a difficult task to do, if you take guidance properly.

In most cases, you need to get an average of two percentages by adding them and after this, you need to divide them by the specific number of percentages that are used.

But also in other instances, you need to consider the different factors like a sample size. So, here we discuss the basics of percentages, and also you will know how to calculate average percentages easily, with real-life examples.

## What are the average percentages?

In the simple term, the percentage is specific portions that are out of the total amount of 100. The percentage is used to get a vivid picture of the decimal number.

In early education, the concept of calculating percentages is introduced, but very few people lack experience with it.

But after time, it enhances the process of calculating percentages, and now it is easier than before. On the other hand, the average percentage means it is the average of a unique set which have at least two or more percentage values.

## How you can easily find the average percentages?

If you want to find the average of percentages, then one thing which you need to keep in your mind is that it will require a different set of steps, which determine the average of at least two or more numbers. With the five following simple steps you can easily find or calculate the average percentages:

### Convert the percentages into decimal

In this first step, you need to make sure that the average of percentages is to turn the percentages into decimals. Let’s determine if you want to take the average of 25% of 200 and 30% of 150. When you divide these numbers by 100, then these percentages will convert into decimals. The decimal of these numbers is 0.3 for 30% and .25 is for 25%.

## Determine the number which has decimal represents

After successful conversion of percentages into decimals, then you need to find each decimal representing a number.

For this purpose, you need to multiply the decimal by the total number, which is given in the sample. According to the above example, you need to multiply 0.3 by 150 to get the result of 45 and multiply 0.25 by 200 to get the result of 50.

In the third step, you need to add those two numbers which are found in the second step. 50 plus 45, which is equal to 95.

### Adding the sample sizes together

In this fourth step, you also need to add the overall sample sizes for every percentage. 150 plus 200, which is equal to 350.

### Calculate the Percentage Average

In this last step, it will be easy for you to find the average of percentages by dividing the sum of percentage numbers, and you need to do it by some of the sample sizes. Like, 95 divided by 350, which is equal to 0.27.

After this, you need to multiply this decimal by 100, when you complete this step then you will easily get the average percentage.

Like, 0.27 multiplied by 100, which is equal to 27% or 27. It is clear that the average percentage of 25% of 200 and 30% of 150, is equal to 27%.

### 1. Can I easily find the average of percentages with the above formula?

Answer. The calculation to find average percentages are easy, but it takes time for you to understand the calculation process. But keep in mind that you need to make sure that you have at least two numbers while using this formula.

### 2. Is there any other formula to find the average of percentages?

Answer. There are multiple equations or formulas, which will find the average of percentages. But the above formula is simple and easy to use by anyone.