Percent difference measures the relative difference between two values without designating either as a baseline. Unlike percent change calculations that require an original and new value, percent difference treats both values equally and compares them to their average. This makes it ideal for comparing measurements, test results, or observations where neither value is inherently the starting point.

What Is Percent Difference?

Percent difference is a symmetric calculation that expresses the absolute difference between two values as a percentage of their average. It's commonly used in scientific experiments, quality control, and comparative analysis where you need to measure variation between two independent measurements. Because it uses the average as the reference point, the result is the same regardless of which value you list first.

How to Calculate Percent Difference

How to calculate percent difference:

  1. Find the absolute difference between the two values.
  2. Calculate the average of the two values.
  3. Divide the difference by the average.
  4. Multiply by 100.

Percent Difference Formula

|Value A − Value B| ÷ ((Value A + Value B) ÷ 2) × 100

The vertical bars indicate absolute value, which ensures the result is always positive. The denominator is the average of the two values, making this calculation symmetric and unbiased.

Percent Difference Examples

Example 1: Values 40 and 60
Calculation: |40 − 60| ÷ ((40 + 60) ÷ 2) × 100 = 20 ÷ 50 × 100 = 40% difference
Example 2: Values 80 and 100
Calculation: |80 − 100| ÷ ((80 + 100) ÷ 2) × 100 = 20 ÷ 90 × 100 = 22.22% difference
Example 3: Values 120 and 90
Calculation: |120 − 90| ÷ ((120 + 90) ÷ 2) × 100 = 30 ÷ 105 × 100 = 28.57% difference

Percent change vs percent difference: examples

Scenario Use Case Calculation Result
Old vs New Price
Product price tracking
Percent Change
Measures directional change from original price
(40 − 50) ÷ 50 × 100 −20% decrease
Comparing Two Independent Values
Lab test results comparison
Percent Difference
Compares two measurements symmetrically
|40 − 50| ÷ ((40 + 50) ÷ 2) × 100 18.18% difference

Percent Difference vs Percent Change

Percent difference and percent change serve different purposes. Percent difference compares two independent values symmetrically, using their average as the reference. Percent change measures how one value has changed from a specific starting point, making it asymmetric and directional. For a detailed comparison of percent change vs percent difference, see our complete guide with worked examples. Use percent difference when comparing two measurements of equal standing, such as lab results or survey responses. Use percent decrease or percent increase when tracking how a value has changed over time from a known baseline.

Use the Calculator

Calculate percent difference automatically with our percentage change calculator. Enter any two values to get accurate results instantly without manual calculations.

Frequently Asked Questions

When should I use percent difference instead of percent change?

Use percent difference when comparing two independent measurements where neither is the baseline, such as comparing test results from two different groups or measurements from two different instruments. Use percent change when tracking how a single value has changed over time from a known starting point.

Why do we use the average in percent difference?

Using the average as the denominator makes the calculation symmetric, meaning you get the same result regardless of which value you list first. This is important when neither value is designated as the baseline or reference point.

Can percent difference exceed 100%?

Yes, percent difference can exceed 100% when the two values are very different relative to their average. For example, comparing 10 and 90 gives a 160% difference because the gap is much larger than their average of 50.

Is percent difference the same as percent error?

No, percent error compares a measured value to a known true or accepted value, using the true value as the denominator. Percent difference treats both values equally and uses their average as the reference. Percent error is directional while percent difference is symmetric.