Percentage Calculator (Percent Of, Percent Change)

The four most common percentage calculations, all on one screen. Enter the two numbers you know and you'll see the answer and the formula right away.

① What is B% of A?

× % = ?
Enter values to see the result

② A is what % of B?

is what % of ?
Enter values to see the result

③ Percent change from A to B

→
Enter values to see the result

④ Increase or decrease A by B%

by %
Enter values to see the result

How to use the Percentage Calculator

  1. Pick the box (① to ④) that matches what you want to find.
  2. Type a number into each of the two fields and the result appears instantly. Enter plain numbers without commas.
  3. The formula and the numbers it used appear below the result, so you can copy them straight into homework or a report.
  4. In box ④, use the Increase and Decrease buttons to switch between the raised and the reduced amount.

Percentage formulas at a glance

What you wantFormulaExample
B% of AA × B ÷ 10015% of 80,000 = 12,000
A is what % of BA ÷ B × 10045 is 75% of 60
Percent change(B − A) ÷ A × 100200 → 250: +25%
Increase A by B%A × (1 + B ÷ 100)$300 raised 10% = $330
Decrease A by B%A × (1 − B ÷ 100)$300 cut 10% = $270

"Percent" means "per hundred," so every percentage calculation involves dividing by 100 or multiplying by 100 at some point.

Percent change vs. percentage points

When a rate itself moves, the difference between the two rates is measured in percentage points. For example, if an interest rate goes from 3% to 4%, it rose by "1 percentage point," but the percent change is (4 − 3) ÷ 3 × 100 = about a 33.3% increase.

A news report saying "approval rose 4 percentage points, from 40% to 44%" and one saying "approval rose 10%" are describing the same change in two different ways. When you write a report, make it clear which one you mean.

If something goes up 10% and then down 10%, is it back where it started?

No. If $100 goes up 10%, it becomes $110. Take 10% off that and you get 110 × 0.9 = $99, because the second percentage is applied to a bigger starting value.

To get back to the original value, you would need a drop of 10 ÷ 110 × 100 = about 9.09%. People often get this wrong when comparing values that rise and fall in a row, like stock prices or sales, so check it yourself in box ③. If you're stacking several discounts, the stacked-discount option in the discount calculator is handy.

Everyday percentage examples

  • Test scores: Got 42 out of 50 questions right? Enter 42 and 50 in box ② to get a score of 84%.
  • Pay raises: A $60,000 salary with a 4% raise: enter 60000 and 4 in box ④ to get $62,400.
  • Sales growth: $120,000 last year and $150,000 this year shows up in box ③ as +25% growth.
  • Tips and fees: An 18% tip on a $68 bill comes out to $12.24 in box ①. A 2.9% card fee on $680 comes to $19.72.
  • Sale prices: A $45 item marked 30% off: enter 45 and 30 in box ④ and choose Decrease to get $31.50.

Quick mental math tricks

  • 10%: move the decimal point one place left (10% of 250 = 25).
  • 5%: half of 10% (5% of 250 = 12.5).
  • 1%: move the decimal point two places left (1% of 250 = 2.5).
  • Swap trick: A% of B equals B% of A, so 8% of 50 is the same as 50% of 8, which is 4.

These are good for quick estimates. Use the calculator when you need an exact figure.

Frequently asked questions

How does the calculator handle decimals?
Results show up to four decimal places. If you need a whole number, such as a dollar amount, just round the value shown.
What does a negative percent change mean?
It means the new value is smaller than the old one. For example, -20% means a 20% decrease.
Why can't I calculate percent change when the old value is 0?
A percentage can't be measured against a starting value of zero, so the calculator doesn't compute a percent change. Compare the difference (the amount it went up) instead.
Can I add sales tax or VAT to a price?
Yes. In box ④, enter the price and the tax rate (for example 20 for UK VAT or 8.25 for a US sales tax rate) and choose Increase. To split a price into the net amount and the tax, the VAT calculator is easier.
How do I find the original price before a percentage was added?
Divide the final amount by (1 + rate ÷ 100). For example, $110 after a 10% increase was originally 110 ÷ 1.1 = $100. Simply taking 10% off $110 gives $99, which is wrong.
Is percent change the same as percent difference?
Not quite. Percent change compares a new value with an old one, as box ③ does. Percent difference compares two values with no clear "before" and "after," usually by dividing the gap by their average.

Last updated: 2026-10-07