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📊 Calculator

Percentage Calculator

Calculate percentages quickly and accurately with 5 calculation modes: percentage of a number, percentage change, reverse percentage, "what percent?", and tip/discount calculator with bill splitting.

⚡ Key Features
%

Percentage Of

Calculate what percentage one number is of another

📊

Percentage Change

Find % increase or decrease between two values

🔄

Reverse Calculate

Find the original value from a known percentage

Add/Subtract %

Add or subtract a percentage from any number

📐

Ratio to Percent

Convert any ratio or fraction to a percentage

Multiple Modes

6 different percentage calculation modes in one tool

📋 How to Use This Tool
  1. 1

    Choose Calculation Type

    Select from: % of number, % change, % difference, or add/subtract %.

  2. 2

    Enter Your Values

    Input the numbers for your specific percentage calculation.

  3. 3

    Get Instant Result

    The answer appears immediately with the formula shown.

  4. 4

    Use the Explanation

    Read the step-by-step formula explanation to understand how it works.

Common Percentage Formulas

Type Formula Example
X% of Y(X / 100) × Y15% of 200 = 30
% Change((New − Old) / |Old|) × 100(125−100)/100 × 100 = +25%
What % is X of Y?(X / Y) × 10030/200 × 100 = 15%
Reverse (after discount)Value / (1 − %/100)85 / 0.85 = 100 (original)
Reverse (after increase)Value / (1 + %/100)115 / 1.15 = 100 (original)

Real-World Percentage Uses

Frequently Asked Questions

How do I calculate a percentage of a number? +

Formula: (X / 100) × Y. For 15% of 200: (15/100) × 200 = 30. Think of it as: 1% of 200 is 2 (200 ÷ 100), so 15% is 2 × 15 = 30. Use the "% of Number" tab for instant calculation.

How do I calculate percentage change? +

Formula: ((New − Old) / |Old|) × 100. Price from $100 to $125: ((125−100)/100) × 100 = +25% increase. Price from $100 to $80: ((80−100)/100) × 100 = −20% decrease. Positive = increase, negative = decrease.

How do I find what percentage X is of Y? +

Formula: (X / Y) × 100. Got 45 out of 60 on a test: (45/60) × 100 = 75%. Sold 250 out of 1,000 products: (250/1000) × 100 = 25% market share. Use the "What %?" tab for instant answers.

How do I calculate the original price before a discount? +

Use the reverse percentage formula. Item costs $85 after a 15% discount: $85 / (1 − 0.15) = $85 / 0.85 = $100 original price. Item costs $115 after a 15% markup: $115 / (1 + 0.15) = $115 / 1.15 = $100 original price. Use the "Reverse %" tab.

How do I calculate a tip or discount? +

For a 15% tip on $85: ($85 × 0.15) = $12.75 tip; total = $97.75. For a 20% discount on $120: ($120 × 0.20) = $24 discount; final price = $96. The Tip/Discount tab also handles bill splitting between multiple people and works for taxes too.

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⚠️ Financial Disclaimer: This tool provides estimates only and is not financial advice. Results are for informational purposes. Consult a qualified financial advisor, attorney, or licensed professional before making financial decisions.

How to Use the Percentage Calculator

Choose your calculation type: "What is X% of Y?", "X is what % of Y?", "Percentage change from X to Y", or "X increased/decreased by Y%". Enter your values and click Calculate. Results show the answer plus step-by-step working so you understand the math.

Why Use a Percentage Calculator?

Percentage calculations are used in virtually every aspect of business and daily life: discounts, tax rates, tips, profit margins, investment returns, grade calculations, and statistical analysis. Knowing how to calculate percentages accurately prevents costly errors in pricing, budgeting, and financial reporting.

Common Percentage Calculations

10% tip on $85 = $8.50. 20% discount on $150 = $30 off, $120 final. 15% VAT on £200 = £30 tax, £230 total. 7% sales tax on $99 = $6.93. 5% annual raise on $60,000 = $3,000 increase. 25% profit margin on $80 cost = $26.67 profit, $106.67 price. Percentage change: From 200 to 250 = 25% increase.

Frequently Asked Questions — Percentage Calculator

Percentage means "per hundred." X% = X/100. So 35% = 35/100 = 0.35. To find X% of Y: multiply Y by (X/100). Example: 35% of 200 = 200 × 0.35 = 70.
Percentage change measures the change between two values: (New - Old) / Old × 100. Percentage difference measures the relative difference between two values with no clear "before" and "after": |A - B| / ((A + B) / 2) × 100.
Percentage increase = (New Value − Original Value) / Original Value × 100. Example: Price rose from $80 to $100. Increase = ($100 − $80) / $80 × 100 = 25%.
To find the original value when you know the result after a percentage: divide the result by (1 + rate). Example: After a 20% increase, a price is $120. Original = $120 / 1.20 = $100.
A percentage point is the arithmetic difference between two percentages. If interest rates rise from 4% to 6%, that's a 2 percentage point increase — but a 50% relative increase. These are different metrics and easy to confuse.

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