Percentage change calculator

Type the old value and the new value. The calculator computes (new minus old) ÷ |old| × 100%. From 5000 to 5750 you get +15.00%. From 250 to 200 you get −20.00%.

We run (new − old) ÷ |old| × 100%. Positive = increase, negative = decrease. Handy for raises, prices, traffic, or sales.

Input data

Result

Enter an old and a new value.

How results are calculated

Percentage change: (new value − old value) ÷ |old value| × 100%. From 5000 to 5750 the gap is 750, 750 ÷ 5000 = 0.15, +15.00% on the page. From 250 to 200 the gap is −50, −50 ÷ 250 = −0.2, so −20.00%.

Plus is an increase, minus is a decrease. The raw gap is plain subtraction: 5750 minus 5000 is 750, with no percents. 12,000 visits to 18,000 is +50%, because 6000 arrived on a 12,000 base.

The fields are Old value and New value. Type 5000 and 5750, then click Calculate. A comma and a period both parse. Old equal to zero does not run: the calculator will not fake a divide by zero. From 84 to 36 the drop is (36 − 84) ÷ 84, about −57.14%.

Here 750 against 5000 becomes +15%. 15% of 5000 is 750, an amount. Here 750 against 5000 becomes +15%. Percentage points are a third scale: 10% to 15% is +5 p.p., and relatively +50%.

Both values need the same unit: money with money, counts with counts. The header money label does not convert 5000. Without old or new, nothing computes.

144 to 96 is −33.33%. 35 to 49 is +40%. 120 to 45 is −62.50%. Check the 5000 and 5750 example first.

How to use

  1. Type the old value, for example 5000.
  2. Type the new value, for example 5750.
  3. Click Calculate. 5000 to 5750 is +15.00%. 250 to 200 is −20.00%.
  4. Old equal to zero does not compute: that is divide by zero. Type a nonzero base.
  5. The bare amount 15% of 5000 lives on percentage of a number. Here you ask how two values changed.

+15.00% from 5000 to 5750

The calculator computes (new minus old) ÷ |old| × 100%. From 5000 to 5750 you get +15.00%. From 250 to 200 you get −20.00%.

%
The change result. (5750 − 5000) / 5000 × 100 = +15.00. (200 − 250) / 250 × 100 = −20.00. Not 15% of 200 = 30.
+15.00%
First example: a 750 raise on 5000. The second example is −20.00% from 250 to 200.

Usage examples

Example 1

  • Old value: $5,000
  • New value: $5,750

+15.00%

A classic $750 raise on a $5,000 salary - a 15% increase.

Example 2

  • Old value: $250
  • New value: $200

−20.00%

A product discounted from $250 to $200 - a one-fifth decrease.

Example 3

  • Old value: 12,000 visits
  • New value: 18,000 visits

+50.00%

Traffic grew one and a half times over - a typical result after a marketing campaign.

Related calculators

FAQ

What percent from 5000 to 5750?

The change is +15.00%. The difference 750 divided by the base 5000 is the classic raise from the example on the page.

What about 250 to 200?

You get −20.00%. A drop of 50 from a base of 250 is one fifth down, and the minus speaks about direction.

How is percentage change computed?

The formula is (new minus old) ÷ |old| × 100%. Plus is a rise, minus is a fall, and the bars on old keep the base positive.

How is this different from 15% of 5000?

15% of 5000 is 750 on the percent-of-a-number page. Here those 750 against 5000 are a +15% change, an old and new pair.

What if the old value is zero?

There is no result. Division by zero. The calculator reports an error instead of inventing a percent from an empty base.

What about 12,000 to 18,000 visits?

The change is +50%. You gained 6000 on a base of 12,000, half of the old traffic.

How is that different from percentage points?

From 10% to 15% is +5 percentage points, while the relative change is +50%. This calculator computes the relative change, not the points.

What about 84 to 36?

About −57.14%, because (36 − 84) ÷ 84. From 35 to 49 the same card shows +40%.

Does a comma in 5750,5 work?

Yes. A comma and a period are the same decimal. The formula does not require whole numbers.

Does 15% of 200 belong here?

No. One number and a percent live on the percent-of-a-number page. Here you need a pair: old and new.

Knowledge sources

The calculator computes the same formula as the definition below.

Page updated in 2026.