Percentage Increase & Decrease Calculator Explained
Table of Contents
Percent change in one sentence
Percent Increase = (New - Original) / Original × 100. Percent Decrease uses the same formula—just note that when the new value is smaller, the result is negative, signaling a decrease.
Setting a consistent reference point
Always treat the "Original" value as the baseline. Swapping original and new values is the number one reason answers look off.
Keep track of units (prices, counts, measurements) so you interpret the percentage correctly in context.
Step-by-step examples
Price increase: If headphones cost $80 and rise to $92, the increase is ($92 - $80)/$80 = 15%.
Sale discount: A $65 jacket discounted to $52 represents ($65 - $52)/$65 = 20% decrease.
Compound change: Rising 10% then dropping 10% does not return to the original price—work each step sequentially.
Advanced use cases and pitfalls
When comparing performance, convert both increase and decrease to percent change relative to the same baseline.
Avoid averaging percent changes directly—convert to multipliers first (e.g., +10% = 1.10, -5% = 0.95).
When working with data tables, highlight which column acts as the base to prevent miscommunication.
Percent change productivity tips
- In spreadsheets, use =(New-Old)/Old to automate percent change; format as a percentage with two decimals.
- Double-check zeros: dividing by zero (original value 0) is undefined—use absolute difference instead.
- Explain the baseline in presentations to avoid misinterpretation by stakeholders.
Present percent change with clarity
Once you lock in the correct baseline and formula, percent change becomes a powerful communication tool. Pair the calculator with annotated examples to keep classmates, clients, or teammates on the same page.