Percentage Calculator

Use Our percentage calculator to calculate percentage of a value, percentage change, and reverse percentage calculations.

Percentage Calculator

Professional grade math utility for financial and statistical analysis.

Configuration

Calculation Mode
Percentage (%)
Of Value
Enter values and calculate

Usage Guide

Step 1:

  • Choose your calculator by selecting the calculation mode.

Step 2: Select your calculation type

If you want to calculate p% of x

  1. Enter your percentage (p)
  2. Enter the number you want to calculate the percentage of (x)
  3. Click Calculate to get your answer
Formula

Result = (p / 100) × x

Real-life usage

This is used to calculate discounts, salary increases, tax amounts, exam scores, and sales commissions.

Example

Find 20% of 200:
(20 / 100) × 200 = 40

If you want to calculate A is what % of B

  1. Enter value A (the part)
  2. Enter value B (the whole or total)
  3. Click Calculate to find the percentage
Formula

Percentage = (A / B) × 100

Real-life usage

This is used to compare values such as exam scores, sales performance, discounts, profit analysis, and progress tracking.

Example

If you scored 40 out of 50:
(40 / 50) × 100 = 80%

If you want to calculate percentage change

  1. Enter the original value (before change)
  2. Enter the new value (after change)
  3. Click Calculate to see increase or decrease %
Formula

Percentage Change = ((New Value - Original Value) / Original Value) × 100

Real-life usage

This is used to measure price changes, salary growth, business profit/loss, population growth, and performance improvement.

Example

Original value = 100
New value = 120
((120 - 100) / 100) × 100 = 20% increase

What Does Percentage Mean?

A percentage in mathematics represents a ratio or number that is a fraction of 100. Percentages provide a way to represent a relationship between two numbers in a simple form. Other common forms include ratios, fractions, and decimals. Percentages usually use the "%" symbol after the number, or can also be written as "percent" or "pct".

For example, 40% is equal to the decimal 0.40, meaning 40 out of 100. If a class has 30 students and 12 are girls, the ratio is 12 ÷ 30 = 0.4. Multiplying by 100 gives 0.4 × 100 = 40%. So, 12 out of 30 students being girls means 40% of the class.

Percentages are commonly used in exams, discounts, statistics, and real-life comparisons to make numbers easier to understand.

Learn more about percentage

History

In Ancient Rome, long before the decimal system existed, fractions were often used based on 1/100. For example, Emperor Augustus imposed a tax of 1/100 on items sold at auction, called the Centesima Rerum Venalium. Similar to today's percentages, people were accustomed to utilizing 1/100 as a fraction of 1 in ancient Rome. During the Middle Ages, as the development of trade and monetary systems expanded, fractions on a scale of 1-H became increasingly prevalent. Math texts in the late 1400s and early 1500s began to introduce this method of calculating, especially regarding profit/loss, interest, and simple business calculations. With the evolution of interest and other financial values being expressed as a part of 100 in the 1600s, the percentage system gradually emerged as it finally exists today.

Important Note

Results are mathematically accurate but should be double-checked for finance use.

Percentage Calculator FAQ

A percentage calculator is a tool that helps you calculate percentages, percentage increase, decrease, and reverse percentage values instantly using mathematical formulas.

Content Updated At : 24/05/2026