Browse all calculators →
Math & Finance
Percentage Change Calculator Percentage Calculator Discount Calculator Profit Margin Calculator
More
All Calculators Guides
Percentage Change Calculator Measure increase, decrease, absolute change and reverse percentage movement clearly
Country Currency
Change
From old to new
Increase
Add a percent
Decrease
Remove a percent
Reverse change
Find original value
Section 1: Find percentage change between two values
#
The starting value before the change happened.
#
The value after the change happened.
Section 2: How to interpret the movement
Used for wording in the result explanation.
%
Optional benchmark to compare the actual change against.
Section 1: Increase a value by a percentage
#
The original number before the increase.
%
The percentage you want to add.
x
Use 1 for a one-time increase.
Section 1: Decrease a value by a percentage
#
The original number before the decrease.
%
The percentage you want to remove.
x
Use 1 for a one-time decrease.
Section 1: Find the original value before a percentage move
#
The value after the percentage change happened.
%
The percentage rate that was applied.
Choose whether the final value came after an increase or decrease.
Main result
calculated change
Absolute change
numeric difference
New or original value
supporting value
Ratio
comparison ratio
Before and after comparison
Before
After
Scenario comparison by percentage level
Scenario Percent Reference Result Status
Percentage change summary
Mode used
Input A
Input B
Input C
Main result
Absolute change
Support value
Comparison ratio
Plain answer
✦ Cal, AI Percentage Change Analysis
Cal is analysing your percentage change result...
💬 Ask Cal about this percentage change
Cal
Your percentage change result is ready. Ask me how to read the increase, why the percent changed, or how to reverse the movement.

What a percentage change calculator actually tells you

A percentage change calculator shows how much a value moved relative to where it started. That starting point matters. A move from 80 to 100 is not just a difference of 20. It is a 25% increase because the change is measured against 80, not against 100.

This is why percentage change is useful for prices, traffic, revenue, salaries, scores and any other value that moves over time. It gives the movement context. A raw increase of 20 means very different things depending on whether the base value was 40, 80 or 400.

The core formula

Percentage change = ((New − Old) ÷ Old) × 100
New value after increase = Base × (1 + Percent ÷ 100)
New value after decrease = Base × (1 − Percent ÷ 100)
Reverse change after increase = Final ÷ (1 + Percent ÷ 100)
Reverse change after decrease = Final ÷ (1 − Percent ÷ 100)
Percentage change always uses the original value as the base. That is the most important rule to remember when checking the result.

How to read the result

CaseWhat it meansTypical useCommon mistake
Positive percentageThe value increasedRevenue, traffic, salary growthUsing new value as the base
Negative percentageThe value decreasedDiscounts, loss, drop in demandReporting only the numeric change
Increase by X%Add a percent to the baseMarkup, forecasts, growth modelsAdding the percentage directly
Decrease by X%Remove a percent from the baseSale prices, shrinkage, reductionsTreating it as a simple subtraction
Reverse changeFind the original value before movementPre-tax, pre-discount, pre-rise valuesTrying to reverse by subtracting the same percent

Why the same numeric movement can imply different percentage changes

A move from 100 to 120 is a 20% increase. A move from 120 back to 100 is not a 20% decrease. It is a 16.67% decrease. That is because each percentage is measured from a different starting number. This is one of the most common reasons percentage questions cause confusion.

This calculator helps separate those cases. Instead of doing quick mental math and risking the wrong base, you can see the exact percentage, the absolute movement and the ratio between the before and after values all at once.

Frequently Asked Questions

What is the formula for percentage change?+
The formula is new value minus old value, divided by the old value, multiplied by 100. The original value is always the base. That is the part people most often get wrong.
Why is a 20% increase not cancelled by a 20% decrease?+
Because the second percentage is applied to a different base. If something rises from 100 to 120, a 20% decrease from 120 gives 96, not 100. The base changed, so the percentage result changed too.
What is the difference between absolute change and percentage change?+
Absolute change is the raw numeric difference between two values. Percentage change shows that difference relative to the original value. A change of 20 can be huge or small depending on where it started.
How do I find the original value before an increase?+
Divide the final value by one plus the percentage rate as a decimal. For example, if a final value is 115 after a 15% increase, the original value was 115 divided by 1.15, which equals 100.
When should I use percentage change instead of simple difference?+
Use percentage change when you want context. A rise from 20 to 40 is a change of 20, but it is also a 100% increase. That communicates much more clearly how large the movement really was.
Can this calculator be used for prices, salaries, traffic and business metrics?+
Yes. Percentage change works for any situation where a value moves from one level to another. Prices, wages, conversion rates, website traffic, revenue and savings all use the same underlying math.