Exam percentage
Calculate aggregate marks percentage for board exams or competitive tests.
Find percentage of a number, what percent X is of Y, or calculate percentage increase/decrease.
Choose calculation type
Select from three modes: 'What is X% of Y?', 'X is what % of Y?', or '% increase/decrease'.
Enter values
Enter the two numbers in the respective fields.
View result
The calculator instantly shows the percentage, result value, or change direction.
Percentage calculations: X% of Y = (X/100) × Y. Percentage change = ((new − old) / |old|) × 100.
Quick answer
Three-in-one percentage calculator: find X% of a number, what percent one number is of another, or the percentage increase/decrease between two values.
Percentage calculations are used everywhere: exam marks, discounts while shopping, salary increments, profit margins, and tax computations. Whether you're a student calculating your board exam percentage or a shopkeeper figuring out discount pricing, this tool gives instant answers.
A Percentage Calculator handles three common calculations: (1) What is X% of Y? — e.g., what is 18% of ₹50,000, (2) X is what percent of Y? — e.g., 450 is what % of 600, and (3) Percentage increase/decrease — e.g., price went from ₹200 to ₹250, what's the % increase?
1. X% of Y = (X / 100) × Y 2. X is what % of Y = (X / Y) × 100 3. % Change = ((New − Old) / |Old|) × 100 Positive = increase, Negative = decrease
Calculate aggregate marks percentage for board exams or competitive tests.
Find the discounted price or compute what discount percentage was applied.
Updated context: 2026
Percentage calculator searches spike during exam result season in India (CBSE, ICSE, state boards) when students calculate their aggregate percentage. It's also heavily used by shopkeepers during sale season to compute discount prices and profit margins.
For financial planning, percentage calculations help with salary increment computation, EMI-to-income ratio, and investment return comparisons.
This calculator handles basic percentage operations. For weighted averages, compound growth, or statistical percentiles, use specialized tools.