Percentages, made clear.

Quick answers. Every step explained.

Example values

Result
40

(20 ÷ 100) × 200 = 40

Formula

(P ÷ 100) × Y

Results are rounded to four decimal places.

Quick Examples

Free Percentage Calculator

Calculate percentages, split tips and check discounts with worked formulas and examples. Free tools, localized numbers and no sign-up. Method and checked examples: (20 / 100) × 200 = 40. Percent of · What percent? · Percent change · Find the total · Increase/decrease.

Choose the right percentage calculation

Percentage points and relative change

A rate moving from 5% to 7% rises by 2 percentage points, but by 40% relative to the original rate. Subtract the rates for points; use percent-change mode with 5 and 7 for the relative result. A zero starting rate has no defined relative percentage change.

House of Commons Library · Percentages in statistics: counts, weighted rates and percentage points

How Do You Use PercentEase?

  1. Choose your calculation type

    Choose the right percentage calculation: Percent of · What percent? · Percent change · Find the total · Increase/decrease.

  2. Enter your numbers

    Type the values into the input fields. Results calculate instantly as you type.

  3. Read your result

    Your answer appears immediately below the inputs with the formula and calculation shown.

Everyday percentage examples

Restaurant tip

Your dinner bill is $65.00. You want to leave an 18% tip.

$65.00 × 18 ÷ 100

$11.70

Sale discount

A jacket costs $120.00 and is 35% off.

$120.00 × 35 ÷ 100

Save $42.00 — pay $78.00

Test score

You scored 42 out of 50 on a test.

(42 ÷ 50) × 100

84%

Price change

A price rises from $3.20 to $3.84.

(($3.84 − $3.20) ÷ $3.20) × 100

20% increase

Common percentage calculations

CalculationAnswer
10% × 10010
15% × 20030
20% × 5010
25% × 8020
30% × 15045
50% × 6030
(15 ÷ 75) × 10020%
(7 ÷ 28) × 10025%
40 → 5025% increase
200 → 15025% decrease
12.5% × 40050
(45 ÷ 180) × 10025%

Fraction ↔ Decimal ↔ Percentage

FractionDecimalPercentage
1/20.550%
1/3≈ 0.333≈ 33.33%
2/3≈ 0.667≈ 66.67%
1/40.2525%
3/40.7575%
1/50.220%
2/50.440%
3/50.660%
4/50.880%
1/80.12512.5%
3/80.37537.5%
1/100.110%

Understanding Percentages

A percentage is a number expressed as a fraction of 100. The word comes from the Latin 'per centum', meaning 'by the hundred'. Percentages are used everywhere — from shopping discounts to interest rates, exam scores to statistics.

Quick Examples

  • What is 20% of 150? → 30
  • 15 is what % of 60? → 25%
  • Change from 50 to 75 → 50% increase

Frequently Asked Questions