Solve every common percentage problem: find a percentage of a number, calculate what percentage one value is of another, work out percentage change, and reverse-calculate the original value. The formula used is shown for each calculation.
Four essential percentage calculators in one tool: find what percentage a number is of another, calculate a percentage of a number, compute percentage change between two values, and add or remove a percentage from any number. Instant results with supporting explanations.
What is X% of Y, X is what % of Y, percentage change, and add/remove percentage.
Results appear immediately as you type, with no need to press calculate.
See the calculation formula alongside the result for learning and verification.
Copy individual results to clipboard with one click.
Reset any calculator instantly to start a new calculation.
All calculations are performed locally — no data is sent anywhere.
To remove a percentage (like VAT) from a price, do NOT subtract the percentage directly. If a price includes 20% VAT, divide by 1.2 — not subtract 20%. Subtracting 20% from £120 gives £96, not £100 (the actual net price).
| Goal | Formula | Example |
|---|---|---|
| X% of Y | Y × (X ÷ 100) | 20% of 150 = 150 × 0.2 = 30 |
| X is what % of Y | (X ÷ Y) × 100 | 30 is what % of 150? = (30÷150)×100 = 20% |
| % increase | ((New − Old) ÷ Old) × 100 | 150→180: ((180-150)÷150)×100 = 20% |
| % decrease | ((Old − New) ÷ Old) × 100 | 200→150: ((200-150)÷200)×100 = 25% |
| Add X% to Y | Y × (1 + X/100) | Add 20% to 150: 150 × 1.2 = 180 |
| Remove X% from Y | Y × (1 − X/100) | Remove 20% from 150: 150 × 0.8 = 120 |
| Y without VAT (X%) | Y ÷ (1 + X/100) | £120 ex 20% VAT: 120 ÷ 1.2 = £100 |
| Y with X% tip | Y × (1 + X/100) | $45 + 18% tip: 45 × 1.18 = $53.10 |