Percentage Calculator

Calculate Percentages, increases, decreases, and changes between values

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X% of Y
X is what % of Y
X increased by Y%
X decreased by Y%
Percentage change from X to Y

X% of Y Results

X% of Y

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X is what % of Y Results

X is what % of Y

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Increase by % Y Results

Increase by % Y

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Decrease by % Y Results

Decrease by % Y

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Percentage change from X to Y Results

% change from X to Y

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Percentage Calculator

Our percentage calculator application provides powerful tools for all your percentage-related calculations. Whether you need to find percentages of numbers, calculate increases or decreases, or determine percentage changes between values, this tool delivers results instantly.

Key Benefits of Using Our Percentage Calculator

  • Financial Planning: Calculate discounts, interest rates, and investment growth
  • Academic Use: Perfect for students learning percentage concepts
  • Business Applications: Determine profit margins, sales tax, and price changes
  • Statistical Analysis: Compute growth rates and comparative metrics
  • Everyday Calculations: Tips, discounts, and measurement conversions

Core Features

1. X% of Y Calculator

Calculate what X percent of a given number Y is. This fundamental percentage operation is useful in countless scenarios.

Formula: (X ÷ 100) × Y
Common Use Cases:
  • Calculating sales tax on purchases
  • Determining tips for services
  • Computing commission amounts
  • Finding portion sizes in recipes
Example: What is 15% of 200?
Solution: (15 ÷ 100) × 200 = 30

2. X is What % of Y Calculator

Determine what percentage one number (X) is of another number (Y). Essential for comparative analysis.

Formula: (X ÷ Y) × 100
Practical Applications:
  • Calculating test scores and grades
  • Determining market share percentages
  • Analyzing survey response rates
  • Computing completion percentages
Example: 25 is what percent of 200?
Solution: (25 ÷ 200) × 100 = 12.5%

3. X Increased by Y% Calculator

Calculate the result when a number (X) is increased by a certain percentage (Y%). Useful for markup calculations.

Formula: X × (1 + (Y ÷ 100))
When to Use:
  • Calculating price markups
  • Determining salary increases
  • Projecting growth amounts
  • Computing interest-added amounts
Example: 200 increased by 15% is?
Solution: 200 × (1 + (15 ÷ 100)) = 230

4. X Decreased by Y% Calculator

Determine the result when a number (X) is decreased by a certain percentage (Y%). Essential for discount calculations.

Formula: X × (1 - (Y ÷ 100))
Typical Scenarios:
  • Calculating sale prices with discounts
  • Determining depreciation amounts
  • Computing weight loss percentages
  • Analyzing budget cuts
Example: 200 decreased by 15% is?
Solution: 200 × (1 - (15 ÷ 100)) = 170

5. Percentage Change from X to Y

Calculate the percentage increase or decrease between two values (X and Y). Vital for growth/decline analysis.

Formula: ((Y - X) ÷ |X|) × 100
Common Applications:
  • Analyzing sales growth year-over-year
  • Calculating investment returns
  • Determining population change rates
  • Measuring performance improvements
Example: What is the percentage change from 200 to 250?
Solution: ((250 - 200) ÷ 200) × 100 = 25% increase

Conclusion

Our percentage calculator is an indispensable tool for students, professionals, and anyone who works with numbers regularly. Whether you're analyzing financial data, calculating discounts, measuring growth, or learning mathematical concepts, this tool provides instant, accurate results with an intuitive interface.

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