Coefficient of Variation Calculator

Work out the coefficient of variation (relative standard deviation): the standard deviation as a percentage of the mean.

Your details

Separate the values with commas or spaces

Your data stays in your browser

Result

Enter the data and choose sample or population, then press “Calculate”.

A rough reading

Your result will be marked here once calculated.

  1. LowUnder 10%
  2. Moderate10–19%
  3. High20–29%
  4. Very high30% or more

The bands are rough and vary by field: labs and factories often want under 5%.

Analysis and suggestions

Once calculated, this shows what your result means and suggestions based on your numbers.

Behind the result

Work out the coefficient of variation (relative standard deviation): the standard deviation as a percentage of the mean.

Example · معامل الاختلاف = الانحراف المعياري ÷ المتوسط × 100%

11.3192 ÷ 83.125 × 100 = 13.62%

How it is calculated

Comprehensive Calculator Guide

This calculator expresses the standard deviation as a percentage of the mean: the coefficient of variation, or relative standard deviation. Marks with mean 83.1 and SD 11.3 give 13.6%; product weights around 500 g with SD 1.4 g give just 0.28%. It compares spread across different units or levels.

Using the CV

Being unitless, it compares the spread of salaries with ages or two instruments’ precision. Avoid it near a zero mean, with negatives, or with Celsius. Labs often want under 5%.

How to Use

  1. Enter the data.
  2. Choose sample or population.
  3. Press “Calculate” to see the CV, SD and mean.

Formula Used

CV = SD ÷ mean × 100%

Practical Examples

Example 1
Marks: 13.6%.
Example 2
Weights: 0.28%.

Important Tips

  • Use it across units.
  • State the SD type.
  • Avoid tiny means.

Common Mistakes to Avoid

  • Using it with negatives.
  • Mixing methods.
  • Forgetting × 100.

Frequently Asked Questions

What is the CV?
SD ÷ mean × 100.
Same as RSD?
Yes.
A good CV?
Depends on the field.

Read Also

Results are estimates for educational purposes and may vary depending on your situation and data sources.