EMI Calculator (India)

Calculate your Equated Monthly Installment (EMI) for home, car, or personal loans with Indian style currency numbering, Lakh / Crore milestones, and processing fee breakdowns.

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Last Updated: July 17, 2026
Disclaimer: This financial calculator is for tracking and planning purposes only. Individual bank interest rates, processing schemes, GST on processing charges, and insurance parameters depend on your credit score and terms set by the specific lending institution.
Yrs
1 Year30 Years
0%20%
Calculation Results

Monthly EMI Amount

₹8,678.23

Monthly installment payment over 240 months.

Total Interest Payable
₹10,82,776
Total Amount Payable
₹20,92,776

Loan Cost DistributionPrincipal vs Interest

Original Principal
₹10,00,000 (47.8%)
Total Interest Paid
₹10,82,776 (51.7%)
Processing Fee Cost
₹10,000 (0.5%)
For a loan of ₹10 Lakh at 8.5% annual reducing interest for 20 years, your monthly EMI comes to ₹8,678, with the total interest over time tracking to ₹10.83 Lakh.
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Year-by-Year Loan Schedule

Track how your loan outstanding balance drops year-by-year as you make monthly payments.

Page 1 / 2
YearPrincipal PaidInterest PaidTotal InstallmentEnding Balance
Year 1₹19,902₹84,236₹1,04,139₹9,80,098
Year 2₹21,661₹82,477₹1,04,139₹9,58,436
Year 3₹23,576₹80,563₹1,04,139₹9,34,860
Year 4₹25,660₹78,479₹1,04,139₹9,09,200
Year 5₹27,928₹76,211₹1,04,139₹8,81,272
Year 6₹30,397₹73,742₹1,04,139₹8,50,875
Year 7₹33,084₹71,055₹1,04,139₹8,17,791
Year 8₹36,008₹68,131₹1,04,139₹7,81,784
Year 9₹39,191₹64,948₹1,04,139₹7,42,593
Year 10₹42,655₹61,484₹1,04,139₹6,99,938
Comprehensive Manual

Dynamic Formula Guide & Calculations

1How the Formula Works Step-by-Step

Equated Monthly Installment (EMI) is computed on a reducing balance basis using the standard formula EMI = P × r × (1 + r)ⁿ / [ (1 + r)ⁿ - 1 ], where P is the principal, r is the monthly reducing interest rate (Annual Rate / 12 / 100), and n is the tenure in months. Processing fees are added up front to estimate the real Lifetime Amount Payable.

2Real-World Application & Practical Example

Example Breakdown: Indian Home Loan

An individual takes a housing loan of ₹50 Lakh (₹50,00,000) for 20 Years at a fixed interest rate of 8.5% with a 1% processing fee:

  • Loan Principal: ₹50,00,000 (50 Lakh)
  • Processing Charges (1%): ₹50,000
  • Monthly Reducing EMI: ₹43,391
  • Total Interest Payable: ₹54,13,879 (54.14 Lakh)
  • Total Outstanding Payable: ₹1,04,63,879 (~1.05 Crore)

!Common Calculations Mistakes to Avoid

  • Incorrect Measurement Units: Ensure you don't mix up metric (meters, kg) and imperial (feet, lbs) inputs.
  • Rounding Errors: Avoid rounding intermediate numbers before finishing the final equation.
  • Confusing Proportions: Double check ratio terms and decimal places before clicking calculate.
  • Input Overrides: Make sure no extra spaces or invalid characters are pasted inside numerical inputs.

Frequently Asked Questions

What does Reducing Balance Rate mean for Indian EMIs?

A reducing balance rate means that interest is calculated only on the remaining outstanding principal amount at the end of each month, rather than the initial full principal. As you pay your monthly EMI, a larger portion goes toward repaying the principal, and the interest charge decreases month by month.

How do Lakh and Crore conversions work in Indian finance?

In the Indian numbering system, commas are placed at 1 Lakh (₹1,00,000) and 1 Crore (₹1,00,00,000). 100 Lakhs equal 1 Crore. This calculator is explicitly calibrated to use standard Indian en-IN localization rules for proper comma placements on currency figures.

Can I pay off my loan early in India?

Yes. Most banks in India offer early pre-payment options. According to RBI guidelines, there are no prepayment penalty charges on floating-rate home loans, though fixed-rate loans or personal/car loans might incur a prepayment fee ranging from 2% to 5%.

How is the 0% interest EMI scheme handled?

Many Indian consumer electronics or credit card schemes offer 'No Cost EMI' or 0% interest options. If you enter 0% interest, the math engine splits the principal equally over the term months without any interest overhead, avoiding mathematical divide-by-zero crashes.

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