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Loan & EMI Calculator

Work out your equated monthly instalment, total interest, and amortization schedule. Multi-currency display. All math runs in your browser.

No upload — your files never leave your device

  • 100% private
  • Runs in your browser
  • Works offline
  • No sign-up

For educational use only. This calculator uses the standard amortizing-EMI formula and is not financial, tax, or lending advice. Real loans may include fees, insurance, prepayment penalties, or variable rates — confirm the binding figures with your lender. See our disclaimer.

7.5%
20 years
Monthly payment
$2,013.98
Total interest
$233,355.92
Total payment
$483,355.92
Payment composition
PrincipalInterest

Math uses the standard EMI formulaP × r × (1+r)^n / ((1+r)^n − 1)with monthly compounding. Real loans may include fees, insurance, or variable rates — check your loan documents for the binding figure.

About Loan / EMI Calculator

Loan / EMI Calculator works out the equated monthly instalment for a fixed-rate loan from the principal, interest rate, and tenure. It shows the total interest paid over the life of the loan, the total amount repaid, and a full amortization schedule so you can see how each month's payment splits between principal and interest. Multi-currency, instant, and entirely client-side — useful for home loans, auto loans, personal loans, and student loans.

  • No uploads
  • Browser-only
  • Works offline
  • 100% free

How it works

  1. 1

    Enter loan details

    Type the principal (loan amount), annual interest rate (%) and tenure in months or years. Pick your currency.

  2. 2

    See the EMI and totals

    The monthly payment, total interest, and total amount payable update live as you tweak the numbers.

  3. 3

    Inspect the amortization

    Scroll the month-by-month table to see principal vs interest in each payment, and the falling outstanding balance.

What an EMI is, and why the same payment isn't the same money

An EMI — equated monthly instalment — is one fixed payment that covers both interest and principal, sized so the loan lands exactly at zero on the final month. The payment never changes. What's inside it changes every single month.

Early on, most of the payment is interest, because interest is charged on what you still owe and you still owe nearly everything. As the balance falls the interest shrinks, and the same payment starts eating principal instead. On a 20-year home loan the first year's payments are typically over 80% interest; the last year's are almost entirely principal. This is why paying off a loan feels like it isn't working for the first few years — arithmetically, it barely is.

The total is the number to look at

The EMI tells you what you can afford each month. The total interest tells you what the loan costs. They lead to different decisions, and lenders quote the first one.

A longer tenure lowers the EMI and raises the total — often dramatically. Doubling a tenure from 10 to 20 years might cut the EMI by a third and roughly double the interest paid. Neither is wrong; they're different trades. Look at both numbers before you sign, because only one of them appears in the advertisement.

The things that make a real quote differ from a calculator

  • Processing fees, insurance bundled into the loan, and stamp duty are usually financed alongside it — so the amount you're actually borrowing is higher than the amount you asked for.
  • A floating rate is an assumption, not a fact. A calculator holds it constant for 20 years; reality won't. Run the numbers at two or three percentage points higher and see whether the EMI still fits — that's the stress test the bank does on you.
  • Prepayment changes everything. Because interest is charged on the balance, a lump sum early in the term removes far more interest than the same sum late. Check the prepayment penalty before assuming you can.
  • Reducing balance vs flat rate. A 'flat' rate charges interest on the original amount for the whole term and is roughly double an equivalent reducing-balance rate. If a quote looks unusually cheap, this is often why.

Use it to compare, not to decide

The honest use of an EMI calculator is putting two offers side by side on the same assumptions — the same amount, the same tenure, only the rate differing — and seeing what the gap costs over the full term. That's a question arithmetic can answer.

Whether to take the loan isn't. Everything runs in your browser and nothing you type is stored or sent, so you can model your real numbers rather than rounded ones — but the calculator only knows the maths, not your life.

Frequently asked questions about Loan / EMI Calculator

  • Is this financial advice?

    No. The calculator implements the standard EMI formula for an amortizing fixed-rate loan, but real loans involve fees, prepayment penalties, variable rates, insurance, taxes, and credit-specific terms it doesn't model. Use the numbers as a planning estimate only — for actual lending decisions consult a qualified financial advisor or lender. See /disclaimer for full terms.

  • What formula does it use?

    The standard EMI formula: P × r × (1+r)^n / ((1+r)^n − 1), where P is principal, r is the monthly interest rate (annual ÷ 12 ÷ 100), and n is the number of months. This matches what banks publish for fixed-rate, fully-amortizing loans like home and auto loans.

  • Can I model prepayments or rate changes?

    Not currently — this calculator assumes a fixed rate and no early payments. To approximate a one-off prepayment, re-run the calculator with the remaining balance after the prepayment as a new principal and the remaining tenure. For floating-rate loans, model each rate-period as a separate run.

Privacy, offline use, browser support, and pricing questions are answered on the site-wide FAQ.

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