Calculation Summary
| Label | Value |
|---|
Solve common percentage problems in seconds: find x% of a number, determine what percent one number is of another, or apply percent increase/decrease. Percent change between two values.
This tool covers four everyday percentage tasks. Enter your numbers, choose a mode, and we'll show the result and the key steps.
A percent is a “per hundred” ratio. Writing 15% means 15 out of 100, or 15/100 = 0.15.
Percentages make it easy to compare parts of different-sized totals.
| Task | Formula | Notes |
|---|---|---|
| Find P% of A | A x (P / 100) |
“Percent-of” problem (e.g., tips, sales tax, discounts) |
| What percent is P of A? | (P / A) x 100% |
Share or composition of a whole |
| Increase A by P% | A x (1 + P / 100) |
Markup, growth, inflation |
| Decrease A by P% | A x (1 - P / 100) |
Markdown, decline, depreciation |
| Percent change from A to B | ((B - A) / A) x 100% |
Before/after comparison — use our |
Going from 10% to 12% is an increase of 2 percentage points, but a 20% relative increase (because 2 is 20% of 10). Percentage points compare two percentages directly; percent change compares their relative size.
0.075 → 7.5%.7.5% → 0.075.3/8 = 0.375 → 37.5%.