Percentage Calculator
Five percentage tools: X% of Y, X is what % of Y, X is Y% of what, increase/decrease, difference
What is X% of Y?
X is what % of Y?
X is Y% of what?
Percentage Formulas
X% × Y ÷ 100
X ÷ Y × 100
(New−Old) ÷ Old × 100
|A−B| ÷ Avg × 100
Common Examples
15 × 200 ÷ 100
30 ÷ 150 × 100
25 ÷ 20 × 100
(100−80) ÷ 80 × 100
|40−60| ÷ 50 × 100
| Question | Formula | Answer |
|---|---|---|
| What is 15% of 200? | 15 × 200 ÷ 100 |
30 |
| 30 is what % of 150? | 30 ÷ 150 × 100 |
20% |
| 25 is 20% of what? | 25 ÷ 20 × 100 |
125 |
| % change from 80 to 100? | (100−80) ÷ 80 × 100 |
25% increase |
| % difference between 40 and 60? | |40−60| ÷ 50 × 100 |
40% |
What is Percentage Calculator?
Percentage Calculator provides five essential tools in one interface: What is X% of Y? X is what percent of Y? X is Y% of what? Percentage increase or decrease (from original to new value). Percentage difference between two values. Each calculator updates live as you type, so you see results instantly without clicking a button. Results can be copied to the clipboard with one click for pasting into spreadsheets, reports, or forms. The tool runs entirely in your browser with no account required. Percentages appear everywhere in daily life: discounts and sales, taxes, tips, grades, growth rates, statistics, and business metrics. Having all five tools in one place saves time and reduces errors.
The first three tools answer the most common percentage questions. "What is X% of Y?" finds a portion: for example, 20% of 150 is 30. "X is what percent of Y?" finds the share: 50 is 25% of 200. "X is Y% of what?" finds the whole when you know a part and its percent: 25 is 20% of 125. The fourth tool, percentage increase or decrease, calculates the percent change from an original value to a new value. It uses the original as the base, so it is appropriate when you have a clear before and after (e.g. price before and after a change). The fifth tool, percentage difference, uses the average of the two values as the base. It is symmetric: swapping the two values gives the same result. Use it when comparing two equivalent quantities without a clear "original" (e.g. comparing prices of two different products or scores of two teams).
Live calculation means results update as you type. You do not need to click Calculate unless the tool has a history feature enabled. The copy-to-clipboard button lets you grab the result and paste it elsewhere. All five calculators can be used in one session; use the tabs to switch between them. The Sample button loads example data for all five so you can see how each works. Reset clears all inputs and results. The tool handles decimals and large numbers. When the original value is zero, percent change is undefined (division by zero); the tool avoids showing invalid results.
Who Benefits from This Tool
Students and educators benefit from the Percentage Calculator for math homework, tests, and teaching percent concepts. Shoppers and consumers use it to verify discounts, calculate tips, and compare sale prices. Business and finance professionals use it for margins, growth rates, commissions, and analysis. Researchers and analysts use it for data interpretation and statistics. Sales staff calculate commissions and discounts. Anyone who frequently works with percentages finds it valuable. The copy feature is especially handy when building spreadsheets or reports where you need to paste calculated values.
Key features
Five Calculators in One
1) What is X% of Y? Enter percent and value, get the portion. 2) X is what percent of Y? Enter part and whole, get percent. 3) X is Y% of what? Enter part and percent, get whole. 4) Increase/decrease: Enter original and new value, get percent change with increase or decrease label. 5) Difference: Enter two values, get percent difference using average as base.
Live Calculation
Results update as you type. No need to click Calculate for basic operations. Provides instant feedback and speeds up repeated calculations.
Copy to Clipboard
One-click copy of any result. Paste directly into Excel, Google Sheets, documents, or forms. Saves time and reduces manual entry errors.
How to use
- Select the calculator tab for the operation you need. Each tab corresponds to one of the five tools.
- Enter the two values required for that calculator. View the result updating live as you type.
- Use the Copy button to copy the result to the clipboard. Paste it wherever needed.
- Use Sample to load example data for all five calculators, or Reset to clear all inputs and start over.
Common use cases
- Finding a percent of a number (e.g. 20% of 150, or sales tax on a purchase)
- Finding what percent one number is of another (e.g. 50 is what percent of 200, or commission rate)
- Finding the whole when given part and percent (e.g. 25 is 20% of what number)
- Calculating percent increase or decrease (e.g. price change, salary raise, or growth rate)
- Finding percent difference between two values (e.g. comparing two products or two years of revenue)
- Verifying discount amounts when shopping
- Calculating tip amounts for restaurants or services
- Computing grade percentages and weighted averages
- Analyzing business metrics like conversion rates or margin
- Checking statistical comparisons in reports
Tips & best practices
For increase/decrease, always use original value first and new value second. Positive result means increase; negative means decrease. For percentage difference, the base is the average of the two values; use it when comparing two equivalent quantities (e.g. Product A price vs Product B price). Do not use it when you have a clear original and new (use increase/decrease instead). When the original value is zero, percent change is undefined; the tool will not show a result. For small originals, percent change can be misleading: going from 1 to 2 is a 100% increase but a change of only 1. Percentage difference is symmetric: swapping the two values gives the same result, which is appropriate when neither value is the "baseline."
Limitations & notes
Percentage difference uses the average as the base. Other definitions exist (e.g. percent change from the first value); this tool uses the common "difference divided by average times 100" formula. Division by zero is avoided; if the whole or average is zero, no result is shown. Results are rounded for display. For very large or very small numbers, floating-point precision may affect the last decimal places. The tool does not handle percentage of a percentage (e.g. 10% of 20% of 100) in a single step; do that in two steps.