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Free Math & Finance Tool

Percentage Calculator Online

Calculate percentages instantly using four essential formulas. Find percentage values, determine what percentage one number is of another, calculate percentage increases or decreases, and solve reverse percentage problems. Perfect for finance, shopping discounts, business analysis, education, and everyday calculations.

Percentage Value Calculator
Percentage Change Calculator
Increase & Decrease Calculator
Reverse Percentage Solver
Real-Time Results
Mobile Friendly
Financial Analysis Ready
Client-Side Processing

What is X% of Y?

What is% of?
Result: ---

X is what % of Y?

is what % of?
Percentage: ---

Percentage Increase / Decrease

Fromto
Change: ---

Reverse Percentage

is% of what?
Base Value: ---

🔒 100% Browser-Based Calculations

All percentage calculations are performed directly within your browser using local JavaScript processing. No values are transmitted, stored, or logged on external servers. Your financial figures, pricing data, business metrics, and personal calculations remain completely private.


Percentage Calculation Examples

What is 15% of 200?

15% × 200 = (15 ÷ 100) × 200

= 30

Use Mode 1

50 is what percent of 250?

(50 ÷ 250) × 100

= 20%

Use Mode 2

Price increased from $100 to $150

((150 − 100) ÷ 100) × 100

= 50% increase

Use Mode 3

30 is 20% of what value?

30 ÷ (20 ÷ 100)

= 150

Use Mode 4

How Percentage Calculations Work

A percentage represents a fraction of 100 and is one of the most widely used mathematical concepts in finance, business, education, and everyday life. The word "percent" comes from the Latin per centum, meaning "by the hundred." So 25% simply means 25 out of every 100, or the fraction 25/100 = 0.25.

Percentage calculations help compare values, measure growth, determine discounts, analyze profits, and evaluate performance metrics. Whether you're calculating a sale price, tracking investment returns, measuring exam scores, or analyzing business growth, percentages provide a simple and universally understood way to express relative quantities.

Percentage Value

(P ÷ 100) × V

Find X% of a number

Proportion

(Part ÷ Whole) × 100

Find what % one value is of another

Percentage Change

((New − Old) ÷ |Old|) × 100

Find % increase or decrease

Reverse Percentage

Value ÷ (P ÷ 100)

Find the original whole from a part and %

Common Percentage Calculator Uses

🛍️

Shopping Discounts

Find the discounted price of an item, or calculate how much you save during a sale.

🧾

GST & Tax Calculations

Compute tax amounts, determine pre-tax prices, or verify tax-inclusive totals.

💼

Salary Increase Analysis

Calculate the exact percentage raise you received or need to request.

📊

Profit Margin Analysis

Determine gross or net profit margins from revenue and cost figures.

📈

Investment Growth

Track the percentage return on an investment from purchase price to current value.

📝

Exam Score Percentages

Convert raw scores into percentages or find the marks needed to hit a target grade.

💹

Revenue Growth Analysis

Measure month-on-month or year-on-year growth rates for business reporting.

🏦

Loan & Interest Estimates

Estimate interest amounts, repayment proportions, or loan cost as a percentage of principal.

Percentage Change vs Percentage Points — Key Difference

One of the most frequently confused concepts in statistics and business reporting is the difference between percentage change and percentage points. Getting this wrong can lead to significantly misleading reports and decisions.

Percentage Change (Relative)

Measures how much a value has grown or shrunk relative to its starting value. Formula: ((New − Old) ÷ Old) × 100.

Example: Interest rate 10% → 15%
Percentage change = ((15 − 10) ÷ 10) × 100 = 50% increase

Percentage Points (Absolute)

Measures the arithmetic difference between two percentage figures. No formula — it's simple subtraction.

Example: Interest rate 10% → 15%
Percentage point change = 15 − 10 = 5 percentage points

In media, the two are frequently confused or intentionally conflated. "Sales grew by 10 percentage points" and "sales grew by 10%" are completely different statements if the baseline sales rate was already 20%. The percentage change in that case would be 50%, not 10%.

Related Percentage-Based Calculations

Percentage calculations are the foundation of many specialized financial and business formulas. Here's how the four modes in this calculator apply to common real-world scenarios:

Calculation TypeFormula UsedExampleCalculator Mode
Discount AmountX% of original price20% off $500 = $100 savingMode 1
Sale Tax (GST/VAT)Tax rate % of pre-tax price15% GST on $200 = $30 taxMode 1
Profit MarginProfit is what % of revenue$40 profit / $100 revenue = 40% marginMode 2
Salary Increase% change from old to new$50K → $55K = 10% raiseMode 3
Revenue Growth% change from last period$1M → $1.25M = 25% growthMode 3
Reverse Tax CalculationTax-inclusive ÷ (1 + rate)$115 incl. 15% GST → $100 baseMode 4
Investment Return% change from cost to value$1,000 → $1,400 = 40% returnMode 3
Exam ScoreMarks are what % of total72/90 = 80%Mode 2

Percentage Calculation Tips

Always clarify whether a reported figure is a percentage change or percentage points — they can differ by an order of magnitude.
When calculating percentage discounts, apply the discount to the original (pre-discount) price, not the already-discounted price.
For sequential percentage changes, don't add or subtract percentages directly. A 20% increase followed by a 20% decrease does NOT return to the original value (it leaves you at 96%).
Percentage increase and decrease are not symmetric: a 50% drop requires a 100% increase to recover the original value.
In tax-inclusive pricing, use the reverse percentage (Mode 4) to back-calculate the pre-tax base: divide the inclusive price by (1 + tax rate as decimal).
For compound growth (e.g. year-on-year), use the compound growth formula rather than multiplying simple percentage increases.
When comparing percentages across different base values, be cautious — a 10% increase on a small base may represent far less absolute growth than a 5% increase on a large base.

Frequently Asked Questions