Minimum and Maximum Calculator
Find the smallest value, largest value, range, count, and sorted order of any number set instantly.
About minimum, maximum, and range
Minimum and maximum examples
These data sets show how endpoints and range behave with positive, negative, decimal, and repeated values.
| Input | Result | Explanation |
|---|---|---|
| 15, 8, -5, 22, 4 | Min -5; max 22; range 27 | The list crosses zero, so subtracting -5 from 22 gives 27. |
| 2.5, 7.25, 3, 7 | Min 2.5; max 7.25; range 4.75 | Decimal observations are compared without rounding. |
| 6, 6, 6, 6 | Min 6; max 6; range 0 | Identical observations have no spread between their endpoints. |
| -12, -3, -8 | Min -12; max -3; range 9 | Among negative numbers, the value nearest zero is the maximum. |
How to use the calculator
- Enter each observation in the Number Set field, separating values with commas, spaces, or semicolons.
- Check negative signs and decimal points so every observation represents the intended value.
- Select Calculate to find the minimum, maximum, range, count, and sorted data.
- Review the sorted list to spot duplicates, gaps, or unexpected extreme values.
- Select Reset to clear the current data and analyze another set.
Minimum and maximum FAQ
How do I find the minimum and maximum?
Order the observations from smallest to largest. The first value is the minimum and the last value is the maximum.
How is the range calculated?
Subtract the minimum from the maximum. Because subtraction measures the distance between the endpoints, the range is never negative.
Do duplicate values affect the result?
Duplicates increase the observation count and remain in the sorted output. They do not change the minimum or maximum unless the repeated value is itself an endpoint.
Can the calculator handle negative and decimal values?
Yes, negative numbers and decimals are supported. Enter them normally with a minus sign or decimal point and separate each observation clearly.
Is range a reliable measure of spread?
Range is useful for a quick summary, but it depends only on two extreme observations. Standard deviation or interquartile range is often more informative when outliers are present.