Average Calculator
Enter numbers separated by commas to calculate the mean, median, and mode.
Result
Average:
Average =
=
| Sum | |
|---|---|
| Count | |
| Median | |
| Mode | |
| Largest | |
| Smallest | |
| Range |
Enter numbers separated by commas to calculate the mean, median, and mode.
Average:
| Sum | |
|---|---|
| Count | |
| Median | |
| Mode | |
| Largest | |
| Smallest | |
| Range |
This calculator is useful whenever you need one clear number to represent a group of values. Enter your numbers in the box above, separated by commas, and select Calculate. The results show the average along with several helpful details about your dataset.
Type each number into the input box and separate one value from the next with a comma. Whole numbers, negative numbers, and decimal values are accepted.
Make sure every item is a number. A value such as 12.5 is valid, while words or empty entries will need to be removed before calculating.
Select Calculate to see the mean, median, mode, sum, count, range, and the smallest and largest values in the list.
Use Clear when you want to start again. You can then enter another set of test scores, measurements, prices, or any other numerical data.
The average, also called the mean, is found by adding all the values and dividing the total by the number of values. It gives you a quick sense of the typical size of the numbers in your list.
Compare weekly expenses, review class scores, summarize travel times, or understand a group of measurements in just a few seconds.
To calculate a mean by hand, add all the numbers together and divide the sum by how many numbers you entered.
Example: Imagine the values are 12, 18, 15, 20, and 10.
Sum: 12 + 18 + 15 + 20 + 10 = 75
Average: 75 divided by 5 = 15
The calculator follows this same method, but it also sorts the values to find the median and counts repeated values to identify the mode. That makes it easier to understand the overall shape of your data instead of looking at only one result.
These three measures describe the center of a dataset in different ways.
| Measure | What it tells you |
|---|---|
| Mean | The total of all values divided by the number of values. |
| Median | The middle value after the numbers have been arranged from smallest to largest. |
| Mode | The value that appears most often. A dataset can have more than one mode or no repeated value. |
An average can turn a long list of figures into a result that is easy to compare. A student might use it to review quiz scores, while a small business owner might use it to compare daily sales. It can also help with workout times, monthly spending, delivery times, temperatures, and survey responses.
The mean works best when the values are reasonably close together. If one value is unusually high or low, the median may give a better picture of what is typical. Looking at the range and the smallest and largest values can help you notice that difference.
An extreme value can pull the mean toward itself. For example, a group of regular delivery times may have an average of 30 minutes, but one very late delivery could raise the result. In situations like this, compare the mean with the median before deciding what the data really represents.
Yes. Decimal values such as 4.5, 8.25, and 10.75 can be entered in the same comma separated list as whole numbers.
When two or more values occur equally often and more than the others, the calculator lists each of them as a mode.
It means every value appears the same number of times, usually only once. In that case, there is no single most frequent value.
Not always. The mean is useful for balanced numerical data, but the median is often more representative when a dataset contains unusually large or small values.
Yes. Enter negative values with a minus sign, such as -4 or -12.5, and they will be included in the calculation.
You can enter a small list or a much larger dataset. For a very large list, paste the values into the box and check that commas separate each number.