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Percentage Calculator — Tips, Discounts & Everyday Math

Calculate percentages instantly. Find what percent of a number is, percentage change, add or subtract a percentage, and more.

✓ Formula verified: January 2026
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Percentage

Results update instantly as you type

Enter Values

15% of 200
30
↑ Gain
Remaining amount170
http://127.0.0.1:54963/everyday/percentage-calculator
Percentage Visual
15%
30of 200

The Formula

X% of Y = (X ÷ 100) × Y | % Change = (New − Old) ÷ |Old| × 100

Percentage calculations are one of the most common mathematical operations, used for discounts, tips, tax, data analysis, and more.

Variable Definitions

X

Percentage or First Value

The percentage amount or the starting value depending on the calculation type.

Y

Base Value or Second Value

The number you are taking the percentage of, or the ending value in a change calculation.

How to Use This Calculator

  1. 1

    Select the type of percentage calculation you need from five common modes.

  2. 2

    Enter values X and Y based on your specific question.

  3. 3

    The result displays instantly with clear labeling for each mode.

  4. 4

    Use "What is X% of Y" for discounts or portions. Use "% Change" for comparing two values over time.

Common Applications

  • Calculating a tip amount, sales tax, or discount by finding what a given percentage is of a total
  • Determining percentage change between two values for investment returns, price changes, or grade improvements
  • Figuring out what percentage one number is of another for budget breakdowns or survey results
  • Adding or subtracting a percentage from a number for scenarios like markup, discount, or tax-inclusive pricing

Percentage as a part of a whole — X% of Y equals (X/100) x Y

Understanding the Concept

This calculator handles five of the most common percentage questions: finding a percentage of a number, determining what percent one number is of another, calculating percentage change between two values, adding a percentage to a number (like tax or tip), and subtracting a percentage from a number (like a discount). Percentage change is one of the most misunderstood calculations — it always divides by the original value, not the new one. This confusion leads to the classic "50% off then 50% off" mistake: a 50% discount followed by another 50% discount is 75% off total, not 100% off. Percentages are used everywhere in daily life: sales tax rates, restaurant tips, investment returns, loan interest rates, grade scoring, statistical reports, and nutrition labels. Understanding the difference between a relative change (percentage change) and an absolute change (percentage points) is crucial for correctly interpreting news about inflation, unemployment rates, and economic growth. For example, if an investment grows from $1,000 to $1,200, that is a 20% increase or a gain of $200. Understanding whether a report is using relative percentage change or absolute percentage points completely changes how you interpret economic or financial data.

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