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EMI calculator

Finance & money

Monthly loan EMI, total interest and amortization schedule for home, car and personal loans.

Updated

Loan details

Tenure unit

EMI summary

Monthly EMI
₹43,391.16
Total interest
₹54,13,879
Total payment
₹1,04,13,879
Principal
₹50,00,000
Rate
8.50%
Tenure
240 months
Interest / principal
108.3%

Yearly breakdown

YearInterest paidPrincipal paidBalance
1₹4,21,182₹99,511₹49,00,489
2₹4,12,387₹1,08,307₹47,92,181
3₹4,02,813₹1,17,881₹46,74,300
4₹3,92,394₹1,28,300₹45,46,000
5₹3,81,053₹1,39,641₹44,06,359
6₹3,68,710₹1,51,984₹42,54,375
7₹3,55,276₹1,65,418₹40,88,957
8₹3,40,655₹1,80,039₹39,08,918
9₹3,24,741₹1,95,953₹37,12,965
10₹3,07,420₹2,13,274₹34,99,691
11₹2,88,569₹2,32,125₹32,67,566
12₹2,68,051₹2,52,643₹30,14,923
13₹2,45,720₹2,74,974₹27,39,949
14₹2,21,415₹2,99,279₹24,40,670
15₹1,94,961₹3,25,733₹21,14,937
16₹1,66,169₹3,54,525₹17,60,412
17₹1,34,832₹3,85,862₹13,74,550
18₹1,00,726₹4,19,968₹9,54,582
19₹63,604₹4,57,090₹4,97,492
20₹23,202₹4,97,492₹0

Educational only — not financial or tax advice. Talk to a qualified advisor before making decisions with real money.

Quick start

How to calculate your loan EMI

Enter the loan amount, annual interest rate and tenure to see your monthly EMI, total interest, and a month-by-month amortization schedule.

  1. Step 1
    Enter loan details

    Type your loan principal, the annual interest rate (e.g. 8.5 for 8.5% p.a.), and the tenure in years or months.

  2. Step 2
    Pick a currency

    Switch between INR, USD, EUR and GBP. Indian Rupee uses the lakhs/crores grouping by default.

  3. Step 3
    Read the breakdown

    See your monthly EMI, total interest paid over the life of the loan, and a year-by-year or month-by-month amortization schedule.

In-depth guide

EMI calculator — the math behind every home, car and personal loan

Equated Monthly Instalment (EMI) is the fixed monthly payment that retires a loan over its tenure. Banks display the headline EMI prominently; this calculator opens the box and shows where every rupee goes — month by month, year by year.

The EMI formula

The standard EMI formula is:

EMI = P · r · (1+r)^n / ((1+r)^n − 1)

  • P — principal (loan amount)
  • r — monthly interest rate as a decimal (annual rate ÷ 12 ÷ 100). A 9% annual rate gives r = 0.0075.
  • n — tenure in months. A 20-year loan has n = 240.

This is reducing-balance EMI — interest each month is computed on the outstanding principal, which falls every month. The same formula is used by every Indian bank (SBI, HDFC, ICICI, Axis, etc.), every US mortgage lender, and every UK/EU consumer-loan provider for fixed-rate loans.

Where each EMI rupee goes

Early in the loan, interest dominates each EMI; later, principal does. For a ₹50 lakh home loan at 8.5% over 20 years (EMI ≈ ₹43,391):

  • Month 1: interest ≈ ₹35,417, principal ≈ ₹7,974
  • Year 5 end: ~85% of remaining principal still owed
  • Year 10 end: ~65% of remaining principal still owed
  • Year 15 end: ~38% of remaining principal still owed
  • Total interest paid over 20 years: ~₹54.1 lakh — more than the principal itself

This is why prepayments in the first 5–7 years of a long loan have outsized impact: a ₹1 lakh prepayment in year 2 saves far more total interest than the same ₹1 lakh in year 15.

Reducing balance vs flat rate

This calculator uses reducing balance, the only honest way to quote loan interest. Some lenders (especially small NBFCs and gold-loan vendors) quote flat rate — interest computed on the original principal for the entire tenure, which roughly doubles the effective rate.

A "flat 10% for 5 years" loan is closer to a reducing-balance 18.7%. Always demand the reducing-balance rate (or compute the EMI yourself with this tool) when comparing offers — the two numbers are not comparable directly.

Prepayments and tenure-vs-EMI trade-offs

If you prepay a lump sum, banks usually offer two choices:

  • Reduce tenure — keep the EMI the same, finish the loan earlier. Usually saves more interest.
  • Reduce EMI — keep the tenure the same, lower the monthly burden. Better for cash flow.

RBI has prohibited prepayment penalties on floating-rate home loans since 2012, and on floating-rate personal loans since 2014. Fixed-rate loans may still have prepayment charges (typically 2–5% of the outstanding amount). Check your loan agreement before prepaying.

Educational only — not financial advice. Loan structures, prepayment rules and taxation differ across lenders and countries. Talk to a qualified advisor for a decision that matches your full situation.

When to use it vs alternatives

Use this tool for quick planning, comparison, and what-if finance scenarios. Use official calculators, a qualified adviser, or source documents before filing taxes, signing contracts, or making irreversible money decisions.

Step-by-step usage

  1. Enter loan details — Type your loan principal, the annual interest rate (e.g. 8.5 for 8.5% p.a.), and the tenure in years or months.
  2. Pick a currency — Switch between INR, USD, EUR and GBP. Indian Rupee uses the lakhs/crores grouping by default.
  3. Read the breakdown — See your monthly EMI, total interest paid over the life of the loan, and a year-by-year or month-by-month amortization schedule.

Common pitfalls

  • Confirm rates, compounding frequency, tax year, dates, and rounding before acting on the result.
  • Fees, penalties, inflation, and local rules can make real outcomes differ from simple formulas.
  • Treat results as guidance, not financial, tax, legal, or investment advice.

Privacy and security

Browser-first by design. The tool page explains any exception before you use it.

Your money amounts, rates, dates, and calculated scenarios stay in the browser. EpitomeTool does not upload finance inputs or generated results to a server.

Frequently asked questions

Is my data uploaded anywhere?

No. The EMI math runs entirely in your browser as you type. Nothing is sent to a server, logged, or stored.

What's the EMI formula?

EMI = P · r · (1+r)^n / ((1+r)^n − 1), where P is the principal, r is the monthly interest rate (annual rate ÷ 12 ÷ 100), and n is the tenure in months. The same formula is used by every bank for fixed-rate home loans, car loans and personal loans.

Does this work for home loans, car loans and personal loans?

Yes — all three use the same EMI math. The differences (tenure caps, max LTV, eligibility) are policy, not math. A 25-year home loan at 8.5% calculates the same way as a 5-year car loan at 9.5%.

Why does my actual EMI differ from this number by a few rupees?

Three reasons: (1) banks round to the nearest rupee, this tool keeps decimals; (2) the first instalment may include broken-period interest (interest from disbursal date to the next EMI date); (3) processing fees, GST on fees, and insurance are sometimes added to the principal. The headline EMI math here is exact for the inputs you give.

Floating-rate vs fixed-rate loans?

This calculator assumes a fixed annual rate. For floating-rate loans (where the rate resets every quarter/year), the EMI usually stays the same and the tenure adjusts up or down. Re-run the calculator with the new rate at every reset to see the impact.

What's the difference between flat rate and reducing balance?

Reducing balance (what this tool uses) charges interest on the remaining principal — the standard for every home and car loan in India. Flat rate charges interest on the original principal for the entire tenure, which makes the effective rate roughly double. Always insist on the reducing-balance EMI when comparing loan offers.

How do prepayments change the picture?

A lump-sum prepayment reduces the principal, so future EMIs go more toward principal and less toward interest. Most banks let you either shorten the tenure (keep EMI same) or lower the EMI (keep tenure same). Shortening tenure usually saves more interest because compounding works against you.

What does the amortization schedule show?

Month-by-month split of each EMI into interest and principal. Early in the loan, most of the EMI is interest — by year 5 of a 20-year loan, you've only paid off about 15% of the principal. The full schedule shows where every rupee of every EMI goes.

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