Percentage Points vs Percent Increase

Learn why a rate moving from 4% to 6% rises by 2 percentage points but increases by 50%.

Written by Nikita MondalReviewed with worked calculations

Percentage points and percent increase describe different changes. The distinction matters whenever the values being compared are already percentages.

Direct difference means percentage points

Suppose a rate rises from 4% to 6%.

6% − 4% = 2 percentage points

This is the direct distance between the two rates.

Relative change means percent increase

To measure the same move relative to the original 4% rate:

((6 − 4) ÷ 4) × 100 = 50%

The rate rose by 2 percentage points, which is a 50% increase relative to its former level. Both statements are correct, but they answer different questions.

A survey example

Support for an option moves from 40% to 46%.

  • Percentage-point change: 46% − 40% = 6 points
  • Percent increase: 6 ÷ 40 × 100 = 15%

Saying “support increased 6%” is ambiguous. “Six percentage points” identifies the direct change. “A 15% increase” identifies the relative change.

When to use each term

Use percentage points when comparing two rates, shares, margins, or percentages directly. Use percent increase when describing the size of a change relative to its starting value.

Find the relative increase between two rates

For two ordinary values, read percentage increase versus percentage change. For repeated rate changes, see compound percentage increases.

State both when clarity matters

Reporting both measures prevents a small point change from sounding misleadingly large—or a large relative change from sounding unimportant.