Enter both values to see the percentage increase.
Changes in values happen everywhere — prices go up, salaries rise, traffic grows, and metrics improve. What usually matters is not just the change itself, but how significant that change is compared to where you started. That perspective is what percentage increase provides.
Percentage increase compares an original value with a higher new value and expresses the growth as a proportion of the original. Instead of focusing on raw numbers, it answers a more practical question: how big is this increase relative to the starting point?
This is why percentage-based thinking is used in finance, analytics, business reporting, and everyday decisions like evaluating a price hike or pay raise.
The idea is simple: first find how much the value increased, then compare that increase to the original value. The result is scaled to a percentage so it’s easy to interpret and compare.
Percentage Increase = ((New Value − Original Value) ÷ Original Value) × 100
The original value acts as the reference point. This is crucial — switching the base changes the meaning entirely.
Suppose your monthly salary rises from $2,000 to $2,300. The increase is $300. When compared to the original $2,000, this represents a 15% increase.
This makes it easier to compare against other offers or past raises, even if the amounts differ.
A subscription price increases from $40 to $50. While $10 may not sound extreme, relative to the original price it is a 25% increase, which may influence whether the product still feels worth it.
A higher percentage does not automatically mean a large absolute change. It simply means the increase is large relative to the starting value. Always consider both the percentage and the actual difference together.
This calculation assumes the original value is greater than zero. If the starting value is zero, a percentage increase cannot be computed because there is no meaningful baseline.
If the new value is lower than the original, the result is no longer a percentage increase — it becomes a percentage decrease and should be treated differently.
Percentage increase only compares two points in time. It does not reflect trends, volatility, or consistency of growth. For long-term analysis, additional context or metrics may be required.
Understanding percentage increase calculator results helps turn raw changes into meaningful insight. By anchoring growth to the original value, you gain clarity, comparability, and better judgment in both everyday and professional decisions.