Quickly calculate the average of percentages directly from your browser using this simple average percentage calculator
Related
Add as many percentages as you like and get the average of percentages calculated precisely with respect to sample size using this free average percentage calculator. Speed up your calculations with this handy online tool.
The average percentage refers to finding the average of two or more percentages, similar to finding the mean of a set of numbers. When calculating, it is important to take the sample size into account for accuracy.
If all sample sizes are the same, simply add all percentage values and divide by the number of percentages. If the sample sizes differ, multiply each percentage by its corresponding sample size before calculating the weighted average. Read further for formulas and examples.
For Different Sample Sizes (Weighted Average):
$$ \text{Average Percentage} = \frac{a_1 w_1 + a_2 w_2 + a_3 w_3 + ... + a_n w_n} {w_1 + w_2 + w_3 + ... + w_n} $$
For Same Sample Size:
$$ \text{Average Percentage} = \frac{a_1 + a_2 + a_3 + ... + a_n}{n} $$
Where:
If you don’t want to calculate manually, an online average percentage calculator can perform this instantly.
Suppose there are two boxes of erasers. The first box of 120 erasers has 40% green erasers, and the second box of 100 erasers has 60% yellow erasers. Calculate the average percentage.
Solution:
Use the weighted average formula since sample sizes differ:
$$ \text{Average Percentage} = \frac{(40 \times 120) + (60 \times 100)}{120 + 100} $$
$$ = \frac{4800 + 6000}{220} $$
$$ = \frac{10800}{220} = 49.09\% $$
This calculator determines the average of percentages in seconds by providing just a few inputs:
Instead of performing long manual calculations, this tool instantly provides accurate results.
Sum all four percentages and divide by 4. If sample sizes differ, calculate the weighted average using the formula above.
Using an online average percentage calculator simplifies this process.
The mean is the average of numbers, calculated the same way as the average percentage.
From Wikipedia: Average, General Properties.
Related
Links
Home Conversion Calculator About Calculator Online Blog Hire Us Knowledge Base Sitemap Sitemap TwoEmail us at
Contact Us© Copyrights 2026 by Calculator-Online.net