EMI Calculator

How to use 3 steps
  1. Enter the Loan amount and pick the Currency.
  2. Enter the Annual interest rate and Term in years.
  3. Press Calculate to see the monthly payment and total interest.

Read the full guide

Monthly instalment

These figures are estimates. They use standard formulas and are useful for planning and comparison, but they are not financial advice. A lender or provider will apply their own fees, compounding conventions, rounding and local rules, so their figures will differ from these. Check the actual offer before committing to anything. A zero-interest loan is handled as a straight division, which is why the interest row reads zero rather than failing.

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How this tool works

Works out the monthly instalment on a loan from the amount borrowed, the annual interest rate and the term, and shows the total interest and total repayment alongside it.

The standard amortisation formula produces a payment that clears both interest and capital in equal instalments across the term. The composition of that payment shifts as it goes: early instalments are mostly interest because the outstanding balance is large, and late ones are mostly capital. The amount you pay never changes, which is why the split is invisible unless you look at a schedule. A fixed rate for the whole term is assumed, and fees, insurance and any charge added to the balance at drawdown are outside the calculation entirely.

Reading the total, not the instalment

  • A longer term always lowers the instalment and raises the total: the balance is outstanding for longer, so more interest accrues. The affordable monthly figure and the cheapest loan are rarely the same loan.
  • Early payments are mostly interest: which is why paying a loan off in its first years saves more than the same overpayment later.
  • Fees sit outside this figure: processing and arrangement fees, and anything added to the balance at drawdown, change the real cost. Compare on APR.
  • A variable rate is not modelled: the calculation assumes the rate holds for the full term. A tracker or a fix that reverts to a standard rate will not behave like this.

Full guide

2 min read

Why an identical monthly payment is mostly interest at first

The outstanding balance is largest right at the start, which is why early instalments lean so heavily toward interest even though the payment itself never changes. Why a longer term always lowers the instalment and raises the total, and why overpaying early saves more than the same overpayment later.

Read the guide

Frequently Asked Questions

Specific to the EMI Calculator. Broader questions about this category are answered on the category page.

Equated monthly instalment — a payment of the same size every month, covering interest and capital, sized so that the debt is exactly cleared at the end of the term.
Because interest is charged on the outstanding balance, which is at its largest at the start. As the balance falls, the interest portion falls with it and more of each identical payment goes to capital.
Yes, usually a substantial amount, because interest accrues over fewer months. The instalment rises correspondingly, so the question is what you can sustain rather than which is cheaper.
No. It calculates capital and interest only. Lenders often add a processing fee and may require insurance, and the annual percentage rate is the figure designed to fold mandatory costs into a comparison.
It should be close. Differences come from day-count conventions, rounding rules and whether any fee was added to the principal. Use this for planning and the lender's illustration for the actual commitment.

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