A 50% drop needs 100% back
Fall from 100 to 50? You must double (100%) to return—percentage change is always relative to the starting point.
Formula: ((V₂ − V₁) ÷ |V₁|) × 100.
Tips: Ctrl/Cmd + Enter = Calculate · Esc = Clear
((150 − 120) ÷ 120) × 100 = 25% increase.((50 − 80) ÷ 80) × 100 = −37.5% decrease.((−20 − (−40)) ÷ 40) × 100 = 50% increase.Percentage change measures how much a value has increased or decreased relative to its starting point. It’s widely used in finance, economics, statistics, science, and everyday life.
((New − Old) ÷ |Old|) × 100
This calculator works entirely in your browser, meaning your numbers never leave your device. Enter V1 and V2, click Calculate, and you’ll get both the percentage and whether it’s an increase or a decrease.
It’s the percent difference between a starting value and an ending value. Positive results mean an increase; negative results mean a decrease.
Percentage change compares against the original value, while percentage difference compares the difference to the average of the two values.
Yes — the absolute value in the formula ensures the change is calculated relative to the magnitude of the original value.
Absolutely. All calculations are performed locally in your browser — nothing is sent to our servers.
Fall from 100 to 50? You must double (100%) to return—percentage change is always relative to the starting point.
Any non-zero jump from 0 makes the percent change conceptually infinite, which is why the calculator flags it as undefined.
A steady 1% daily increase is +37.8x over a year (≈3,678%). Small changes stack explosively.
Using |Old| in the formula lets you compare changes from negative baselines—handy for net losses flipping to gains.
A 0.49% dip rounds to 0% at one decimal, but a 0.51% rise rounds to +0.5%. Precision settings shape the headline.