This calculator works out the percentage decrease between two numbers, showing how much a value has fallen and what that fall looks like as a percentage. It is useful whenever a price, wage, weight, score or measurement has gone down and you need to express that drop clearly, whether that is a sale price, a falling share value, a drop in sales figures, or a reduction in a measurement between two readings. Enter the original value and the new, lower value in the first section, and the calculator instantly returns the percentage decrease, the decrease amount (the original minus the new value), and a full breakdown showing the ratio used in the calculation. If you already know the percentage decrease and want to work forward instead, use the second section: enter the original value and the percentage decrease, and the calculator returns the resulting new value, along with the multiplier and calculation used to reach it. Both sections update live as you type, and the summary line below the results restates the outcome in plain language. The maths follows the standard formula: percentage decrease equals the decrease amount divided by the original value, multiplied by 100. Percentage decrease is always shown as a positive figure representing a fall; if you are not sure whether a value has risen or fallen, use the percentage change calculator instead, which handles both directions.
The percentage decrease formula measures how much a value has fallen relative to its starting point. The calculation has two steps:
For example, if a product's price drops from $200 to $150, the decrease is $50, and the percentage decrease is (50 / 200) × 100 = 25%.
| What you want to find | Formula |
|---|---|
| Percentage decrease | ((Original − New) / Original) × 100 |
| Decrease amount | Original − New |
| New value from % decrease | Original × (1 − Percentage / 100) |
| Original from new value and % | New value / (1 − Percentage / 100) |
A jacket was priced at $200. It is now on sale for $150. What is the percentage decrease?
The jacket has decreased in price by 25%. To verify the reverse: $200 × (1 − 0.25) = $200 × 0.75 = $150.
Percentage change can be positive (an increase) or negative (a decrease). Percentage decrease is always expressed as a positive number showing how far a value has fallen. For example, a change from 200 to 150 is a percentage change of −25% or a percentage decrease of 25%. Use the Percentage Change Calculator if you are not sure whether the value has risen or fallen.
Method: Standard percentage decrease formula: ((Original − New) / Original) × 100. Reverse calculation: Original × (1 − Percentage / 100). No rounding is applied until display.
This calculator is for general mathematical use. Results are based on the values you enter. Verify calculations independently for financial, scientific, or academic purposes.