Is EMI Calculator completely free to use?

Yes, EMI Calculator is 100% free to use. There are no hidden fees, no subscriptions, and no signup required.

Does it work on mobile devices?

Absolutely! Our tool is fully responsive and works seamlessly on all devices including smartphones, tablets, and desktop computers.

ULTRA PREMIUMUpdated 2024

Advanced EMI Calculator

Plan your finances with precision. Calculate EMI for home, car, or personal loans. View detailed amortization, compare options, and find out how much you save with prepayments.

Loan Details

Loan Amount₹50,00,000

₹10K₹5Cr

Interest Rate (% p.a.)8.50%

1%30%

Loan Tenure

20 Years

Monthly EMI

₹43,391

Principal Amount

₹50,00,000

Total Interest

₹54,13,879

Total Amount

₹1,04,13,879

Principal (48.0%)Interest (52.0%)

Read our tutorial on mastering loan EMIs

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How to use EMI Calculator

Enter your total Principal Loan Amount (e.g., ₹50,000,000 for a home loan).

Enter the annual Interest Rate provided by your bank (e.g., 8.5%).

Enter the Loan Tenure (duration) in either months or years.

The tool instantly calculates your exact monthly EMI, total interest payable, and total repayment amount.

Why use our EMI Calculator?

Dynamic Amortization Chart

Visualizes exactly how much of your monthly payment goes toward the principal versus interest over the lifetime of the loan.

Home, Car & Personal Loans

Works universally for all reducing-balance loans worldwide. Compatible with most bank and NBFC loan structures.

100% Secure & Private

All processing happens in your browser. Your files are never uploaded to our servers, guaranteeing absolute privacy and security.

Lightning Fast

Because everything runs locally on your device, processing is instant. No waiting in queues or dealing with slow uploads.

Frequently Asked Questions

What is the formula for calculating EMI?

The mathematical formula is: EMI = [P x R x (1+R)^N] / [(1+R)^N-1]. Where P is Principal, R is the monthly interest rate (Annual Rate / 12 / 100), and N is the number of monthly installments.

Why does the interest portion decrease over time?

Banks use a 'reducing balance' method. Every time you pay an EMI, your outstanding principal decreases. The next month's interest is calculated only on the remaining principal, which is why your interest burden falls over time.