Percentage Change Calculator
Relative increase, decrease or year-over-year change.
What does Percentage Change mean?
How to calculate Percentage Change
The formula is: Percentage Change = ((New Value − Old Value) / |Old Value|) × 100.
For example, if a product's price goes from $80 to $100, the change is ((100 − 80) / 80) × 100 = 25% increase. If it drops from $100 to $80, the change is ((80 − 100) / 100) × 100 = −20% decrease.
Note that a 25% increase followed by a 20% decrease returns to the original value — percentage changes are not symmetric.
Year-over-year change
Year-over-year (YoY) change is the same calculation applied to the same period in two consecutive years: (this year − last year) ÷ last year × 100. Switch the calculator above to Year over year mode to label the two inputs last year’s value and this year’s value.
Worked example: a company books revenue of $1.2M in 2025 against $950K in 2024. The change is (1,200,000 − 950,000) ÷ 950,000 × 100 = 250,000 ÷ 950,000 × 100 = +26.3% YoY. A negative result works the same way: $950K in 2025 against $1.2M in 2024 is (950,000 − 1,200,000) ÷ 1,200,000 × 100 = −20.8% YoY.
Because YoY compares like with like — Q3 to Q3, December to December, full year to full year — it cancels out seasonality. Month-over-month (MoM) change compares consecutive months instead, so it reacts much faster but mixes real growth with seasonal swings: a retailer’s December-to-January drop is a calendar effect, not a decline in the business. In practice MoM is the operational signal and YoY is the trend.
When the two values are more than one year apart, the raw percentage change covers the whole span, so it is not a yearly rate. Set Years apart above and the calculator also reports the annualized (CAGR) rate: (this year ÷ earlier year)1/years − 1, expressed as a percentage. Growing from $950K to $1.2M over 3 years is +26.3% in total but only about +8.1% per year.
FAQ
Related calculators
- Compound Interest— Growth of money with reinvested interest.
- CAGR— Average annual growth rate.
- ROI— Return relative to investment cost.
- Exponential Growth— Growth or decay proportional to size.