Works worldwide · Any currency · Home, car & personal loans
Loan Calculator: Monthly Payment, Total Interest & Payoff in Any Currency
Pick your currency, then enter your loan amount, rate and tenure. See your monthly payment instantly — with the total interest, a full amortization schedule, and exactly how much paying extra each month saves you. Works for any loan, anywhere in the world.
Works for a loan in any country — set your currency, then enter your loan below.
Your monthly payment
$2,417
Over 20 years you repay $580,027 — that's $280,027 in interest on top of the $300,000 you borrowed.
Where your money goes
Drag to see how even a small top-up cuts years and saves a fortune in interest — the single most powerful thing a borrower can do.
Year-by-year amortization schedule
| Year | Principal | Interest | Balance |
|---|---|---|---|
| 1 | $6,730 | $22,272 | $293,270 |
| 2 | $7,252 | $21,749 | $286,018 |
| 3 | $7,815 | $21,186 | $278,203 |
| 4 | $8,422 | $20,580 | $269,782 |
| 5 | $9,075 | $19,926 | $260,706 |
| 6 | $9,780 | $19,221 | $250,926 |
| 7 | $10,539 | $18,462 | $240,387 |
| 8 | $11,357 | $17,644 | $229,030 |
| 9 | $12,239 | $16,762 | $216,790 |
| 10 | $13,189 | $15,812 | $203,601 |
| 11 | $14,213 | $14,788 | $189,388 |
| 12 | $15,317 | $13,685 | $174,071 |
| 13 | $16,506 | $12,496 | $157,565 |
| 14 | $17,787 | $11,214 | $139,778 |
| 15 | $19,168 | $9,833 | $120,610 |
| 16 | $20,656 | $8,345 | $99,954 |
| 17 | $22,260 | $6,742 | $77,694 |
| 18 | $23,988 | $5,014 | $53,707 |
| 19 | $25,850 | $3,151 | $27,857 |
| 20 | $27,857 | $1,145 | $0 |
Uses the standard reducing-balance amortization formula with monthly compounding — the basis for home, car and personal loan EMIs worldwide. Assumes a fixed interest rate for the full term and equal monthly instalments. Currency is for display only; no conversion is applied. Processing fees, insurance, taxes and floating-rate changes are not included. Confirm exact figures with your lender.
One formula, every loan, every country
A loan EMI — equated monthly instalment — is worked out the same way the world over, whether it's a home loan in Mumbai, a mortgage in Manchester or a car loan in Melbourne. The lender takes your loan amount, your interest rate and your tenure and spreads repayment into equal monthly instalments using the reducing-balance amortization formula. Each instalment is part interest (charged on what you still owe) and part principal. Because the math doesn't depend on which country you're in, this calculator works for any loan in any currency — just pick your symbol and type.
The number lenders don't put in front of you
Banks advertise the monthly EMI because it sounds small. What they rarely show is the total interest — and on a long loan that figure can rival or exceed the amount you borrowed. A 20-year loan at a typical rate often means paying close to doublethe sticker price by the end. The “where your money goes” bar above makes that split impossible to miss, because seeing that interest is half your payments is what motivates the one move that actually helps: paying it down faster.
Why a small extra payment is the most powerful button here
Interest is charged on your outstanding balance, so anything you pay above the EMI goes straight to principal and stops generating interest for the entire remaining term. That compounding-in-reverse is why a modest top-up has an outsized effect: on a long loan, a little extra each month can cut years off the tenure and save a substantial sum in interest. The “pay extra each month”slider above puts an exact figure on your loan's saving — drag it and watch the payoff date and interest drop. It's the feature most calculators bury or skip, and it's the one that can genuinely change your finances.
Prepay, or invest the difference?
Once you see what prepaying saves, the natural question is whether that money would do more invested. Prepaying gives a guaranteed, tax-free return equal to your loan rate; investing offers potentially more, with risk. If your realistic after-tax investment return clears your loan rate with room to spare, investing can win — otherwise prepaying is the safer, certain gain. Run the saving here, then compare it against likely returns on the SIP calculator.
Worked example: a ₹50 lakh loan at 8.5% for 20 years
Setup: you borrow ₹50,00,000 at 8.5% a year over 20 years (240 monthly instalments).
The payment: your EMI works out to about ₹43,391 a month. Over the full term you repay roughly ₹1.04 crore — meaning about ₹54.1 lakh of interest on top of the ₹50 lakh you borrowed. Put bluntly, the loan costs you more in interest than the house, car or amount itself.
The fix: add just ₹5,000 to each instalment and the loan clears in about 15½ years instead of 20 — nearly 5 years sooner — saving roughly ₹14 lakhin interest, for the price of one modest top-up you'd barely notice. That is the entire case for prepayment in a single number.
The lesson: never judge a loan by its EMI alone. Look at the total interest and the payoff date — and use the extra-payment slider before you sign, because the cheapest loan is the one you clear early.
Frequently asked questions
How is the monthly EMI calculated?
Every lender worldwide uses the same reducing-balance formula: EMI = P × r × (1+r)^n ÷ ((1+r)^n − 1), where P is the loan amount, r is the monthly interest rate (annual rate ÷ 12 ÷ 100), and n is the number of monthly instalments. Early in the loan most of each payment is interest; as the balance falls, more goes to principal. This calculator runs that math live as you type, in any currency.
Does paying extra every month really save that much?
Yes — it's the single most effective thing a borrower can do. Because interest is charged on the outstanding balance, every extra rupee or dollar you pay goes straight to principal and stops accruing interest for the rest of the term. On a long loan, a modest monthly top-up can knock years off the tenure and save a large slice of total interest. Drag the 'pay extra each month' slider above to see the exact saving on your loan.
Why do I end up paying so much more than I borrowed?
On a long-tenure loan at a typical rate, total interest can equal or even exceed the amount borrowed — so a loan can cost you roughly double. That's because interest compounds monthly over many years. The 'where your money goes' bar above shows your split of principal versus interest at a glance, and shortening the tenure or prepaying is what shrinks the interest share.
Can I use this for a home loan, car loan or personal loan?
Yes. The amortization math is identical for any fixed-rate, equal-instalment loan — mortgage, auto, personal, education or business. Just enter the amount, rate and tenure for your specific loan. The only things this base calculator doesn't add are loan-specific extras like a mortgage's property tax and insurance, which vary by country.
Should I prepay my loan or invest the money instead?
Compare the numbers. Prepaying earns you a guaranteed, tax-free 'return' equal to your loan's interest rate. Investing might earn more, but with risk. As a rule of thumb, if your expected after-tax investment return is comfortably above your loan rate, investing can win; if not — or if you value being debt-free — prepaying is the safer choice. Use this tool to see your prepayment saving, then weigh it against the return on our SIP and investment calculators.
Does this calculator work for any country and currency?
Yes. Loan EMI math doesn't change from one country to another — only the currency symbol does. Pick your currency from the selector (₹, $, £, €, AED and more) and the calculator works for a loan anywhere in the world. There's no exchange-rate conversion; it simply displays your chosen currency.