EMI Calculator — Home Loan, Car Loan & Personal Loan

Calculate home loan, car loan, or personal loan EMI. Reverse EMI, amortization table, prepayment savings, and loan comparison — all in one place.

Currency:

Monthly EMI

₹4,339

for 20 years @ 8.5% p.a.

Principal Amount

₹5.00L

Total Interest

₹5.41L

Total Payment

₹10.41L

Principal vs Interest Split

Principal 48%Interest 52%

Year-by-Year Amortization

YearOpening BalancePrincipalInterestClosing Balance
1₹5.00L₹9,951₹42,118₹4.90L
2₹5.01L₹10,831₹41,239₹4.79L
3₹4.91L₹11,788₹40,281₹4.67L
4₹4.80L₹12,830₹39,239₹4.55L
5₹4.69L₹13,964₹38,105₹4.41L
6₹4.56L₹15,198₹36,871₹4.25L
7₹4.42L₹16,542₹35,528₹4.09L
8₹4.27L₹18,004₹34,065₹3.91L
9₹4.10L₹19,595₹32,474₹3.71L
10₹3.93L₹21,327₹30,742₹3.50L
11₹3.73L₹23,213₹28,857₹3.27L
12₹3.52L₹25,264₹26,805₹3.01L
13₹3.29L₹27,497₹24,572₹2.74L
14₹3.04L₹29,928₹22,141₹2.44L
15₹2.77L₹32,573₹19,496₹2.11L
16₹2.47L₹35,452₹16,617₹1.76L
17₹2.15L₹38,586₹13,483₹1.37L
18₹1.79L₹41,997₹10,073₹95,458
19₹1.41L₹45,709₹6,360₹49,749
20₹99,498₹49,749₹2,320₹0

What this EMI calculator actually shows you

It works out the fixed monthly payment — the EMI, or Equated Monthly Instalment — on a home loan, car loan, personal loan, or any reducing-balance loan, from three inputs: the principal, the annual interest rate, and the tenure. Alongside the monthly figure it breaks out the total interest, the total payment, the principal-vs-interest split, and a year-by-year amortization schedule. Every calculation runs in your browser — no login, nothing stored, no numbers sent to a server.

Treat the result as an estimate, not financial advice. Lenders round differently and add processing fees, insurance, and taxes such as GST, and your actual rate depends on credit score, loan amount, and negotiation. Use this to compare options and plan — alongside the monthly mortgage payment calculator or the debt payoff calculator — then confirm the exact figure with your bank.

The reducing-balance formula behind every EMI

Every number here comes from one equation: 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. This is reducing-balance interest: each month, interest is charged only on the balance still outstanding, so as the balance falls the interest portion of every fixed EMI shrinks and the principal portion grows.

That is very different from a flat-rate quote, where interest is charged on the full original amount for the entire term. A “flat” rate always costs more than the same number quoted as reducing balance — so if a car dealer quotes flat interest, don’t compare it head-to-head with a reducing-balance percentage. This tool models reducing balance only.

The practical upshot: early EMIs are almost all interest. On a fresh long-tenure loan the very first payment can be more than 80% interest — which is exactly why prepaying early saves far more than prepaying late.

A worked example: a ₹50 lakh home loan at 8.5% for 20 years

Enter a principal of 5,000,000, a rate of 8.5%, and a tenure of 20 years (240 months). The monthly rate r is 8.5 ÷ 12 ÷ 100 = 0.0070833. Run the formula and the EMI works out to ₹43,391:

P = 5,000,000      r = 0.0070833 (8.5% / 12)      n = 240

                EMI = P · r · (1+r)^n / ((1+r)^n − 1)
                    = 43,391 per month

                Total paid     = 43,391 × 240   = 1.04 Cr
                Total interest = 1.04 Cr − 50 L = 54.14 L

Over 20 years the total interest (₹54.14 lakh) is actually larger than the ₹50 lakh you borrowed. And the split inside a single EMI shifts dramatically over time. In month 1, interest is ₹50,00,000 × 0.0070833 = ₹35,417 and only ₹7,975 goes to principal. By year 10 (month 120) the same ₹43,391 EMI splits roughly ₹24,920 interest to ₹18,471 principal, and the final payment is almost all principal (₹43,086) with just ₹305 interest.

How the principal-vs-interest split shifts each year

The amortization schedule makes the crossover visible. Here is the same ₹50 lakh / 8.5% / 20-year loan summarised by year, formatted the way the calculator displays it (lakh/crore notation):

YearPrincipal paidInterest paidClosing balance
1₹99,511₹4.21L₹49.00L
5₹1.40L₹3.81L₹44.06L
10₹2.13L₹3.07L₹35.00L
15₹3.26L₹1.95L₹21.15L
20₹4.97L₹23,202₹0

For the first several years most of your money services interest; the two lines cross near the middle of the term, after which principal dominates. That shape is why a small extra payment in year 1 removes far more total interest than the same payment made in year 15.

Reverse EMI and prepayment — the two things most calculators skip

The Affordability tab runs the formula backwards. Instead of asking “what’s my EMI?”, it answers “how much can I borrow?” — it takes your monthly EMI budget, rate, and tenure and returns the maximum loan, using maxLoan = EMI × [(1+r)^n − 1] / [r × (1+r)^n]. A budget of ₹20,000/month at 8.5% over 20 years supports a loan of about ₹23.05 lakh. That is the borrowing-capacity number worth knowing before you walk into a bank.

The Extra Monthly Payment field models prepayment (part-payment). Add ₹5,000/month to that same ₹50 lakh loan and the calculator rebuilds the amortization schedule: total interest falls from ₹54.14 lakh to roughly ₹40.25 lakh — about ₹13.89 lakh saved — and the loan closes about four years (48 months) early. Because early EMIs are interest-heavy, prepaying sooner always beats prepaying later.

The third tab, Compare Loans, puts two offers side by side — monthly EMI, total interest, and total payment for Loan A versus Loan B — and flags which costs less, so a tempting low headline rate stretched over a longer tenure doesn’t quietly cost you more.

India vs US: the same math, different vocabulary

The reducing-balance math is universal, but the words around it are not. The calculator toggles between ₹ INR and $ USD and carries region-specific loan-rate news for India, the USA, and global markets. If you’re reading guidance written for another country, this maps the terms:

ConceptIndiaUnited StatesNote
Monthly paymentEMIMonthly payment (P&I)Identical reducing-balance math
The loanHome / car / personal loanMortgage / auto / personal loan“Mortgage” ≈ home loan
Interest methodReducing balanceAmortized on balanceInterest on outstanding, not original
Early repaymentPrepayment / part-paymentExtra principal / prepaymentMay carry fees on some products
Rate typeFloating (repo-linked) / fixedVariable (ARM) / fixedFloating rates reset periodically

In India, major lenders such as SBI, HDFC, and ICICI publish repo-linked home-loan rates that reset as the RBI repo rate moves, so two borrowers on “the same” loan can pay different EMIs. Rates, fees, and prepayment rules vary by country, lender, and product — and they change. The figures in the loan-rate news section are refreshed periodically and are for reference only. Whatever the label on your loan, confirm the exact rate, the effective EMI, and any prepayment penalty with the lender before you sign. This tool gives a solid estimate; it is not financial advice.

Frequently asked questions

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. This calculator uses that exact reducing-balance formula for every result.

Reducing balance charges interest only on the amount still outstanding, so the interest you pay falls as the loan shrinks. Flat interest charges on the full original amount for the whole term, so it always costs more than the same rate quoted as reducing balance. This tool models reducing balance only — don't compare its rate directly against a flat quote.

As a rough guide, current home loan interest rates in India in 2026 hover around 8.50% for salaried borrowers with a strong credit score, though the exact figure depends on the lender, loan amount, and your profile. Major lenders such as SBI, HDFC, and ICICI publish mostly repo-linked floating rates that reset as the RBI repo rate changes. Treat any number — including the loan-rate news on this page — as reference only, and confirm the live rate with your bank.

It works the formula backwards: you enter your monthly EMI budget, the rate, and the tenure, and it returns the maximum loan you can afford. For example, ₹20,000/month at 8.5% over 20 years supports roughly ₹23.05 lakh — useful when you know your budget but not the loan amount.

It depends on the amount and, crucially, the timing. On a ₹50 lakh, 8.5%, 20-year loan, adding ₹5,000/month cuts total interest by about ₹13.89 lakh and closes the loan roughly four years early. Because early EMIs are mostly interest, prepaying sooner saves far more than prepaying later.

Yes. The reducing-balance EMI formula is identical for home, car, personal, business, and education loans — just change the principal, rate, and tenure. Use the Compare Loans tab to weigh two offers side by side.

Treat them as a close estimate for planning, not financial advice. Lenders round differently and add processing fees, insurance, and taxes like GST, and floating rates can reset over the term. Always confirm the exact EMI and any prepayment penalty with your bank.

From Our Blog

Related Tools