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Loan Calculator

A loan calculator (EMI calculator) for monthly repayments, total interest and the full amortisation schedule — an amortization schedule, in US spelling — including how little of an early payment goes to the principal.

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Runs entirely in your browser. What you enter stays on your device — nothing is sent to a server. Verify it yourself

How is a monthly loan payment calculated?

With the amortisation formula: P × r ÷ (1 − (1 + r)⁻ⁿ), where P is the amount borrowed, r the monthly interest rate and n the number of payments. Each payment covers that month’s interest first, with the remainder reducing the balance.

Cost
Free, no limits
Upload
None — runs on your device
Sign-up
Not required
Works offline
Yes, once loaded

How to work out a loan repayment

  1. Enter the loan amount

    The amount you borrow.

  2. Enter the annual interest rate

    The plain yearly rate. A lender’s APR includes fees and is worked out differently, so the two are not interchangeable.

  3. Choose the term

    Anything from 1 to 30 years.

  4. Read the payment and the schedule

    The monthly payment and total interest update as you type; Show amortisation schedule lists every payment with its interest, principal and remaining balance.

Examples

  • £200,000 at 5% over 25 yearsThe monthly payment and the total interest

    The interest total is usually the number people find surprising.

  • The same loan over 30 yearsA lower monthly payment, considerably more interest overall

    Extending the term trades monthly affordability for total cost.

Key features of the Loan Calculator

  • Monthly payment from principal, rate and term
  • Total interest paid over the life of the loan
  • Full amortisation schedule, payment by payment
  • Recalculates instantly as you change any input

What it calculates

Terms

  • 1 to 30 years

Results

  • Monthly payment
  • Total interest
  • Amortisation schedule

Model

  • Fixed rate
  • Compounded monthly

When should you use this?

  • Comparing two mortgage or car finance offers on the same basis.
  • Seeing what a rate change does to a monthly payment.
  • Understanding how much of an early payment is interest rather than principal.
  • Checking whether a shorter term is affordable.

Limitations

  • This models a standard repayment loan at a fixed rate. Variable rates, interest-only periods, offset accounts and payment holidays all change the arithmetic and are not modelled.
  • Fees, insurance and early-repayment charges are excluded. A loan with a lower rate and a large arrangement fee can cost more overall than the comparison here suggests.
  • Interest is compounded monthly. Lenders using daily compounding will quote a slightly different figure.
  • The APR a lender advertises includes fees and is calculated to a statutory formula; the rate entered here is a plain nominal rate. The two are not interchangeable.

Troubleshooting

My lender quotes a different monthly payment

Usually compounding frequency or fees. This calculator compounds monthly and excludes fees; lenders often compound daily and roll fees into the balance.

The total interest seems impossibly high

On a 25- or 30-year loan it frequently approaches or exceeds the amount borrowed. That is the real cost of a long term, and it is the main argument for a shorter one.

Common mistakes to avoid

  • Entering an annual rate where a monthly one is expected, or the reverse. A 5% annual rate is not 5% a month.
  • Comparing an APR against a nominal rate as though they measure the same thing.
  • Ignoring fees entirely when choosing between two close offers.

Pro tips

Tips for better results

  • Comparing

    Compare total cost, not the monthly payment

    Compare loans on total cost, not monthly payment. A longer term always looks cheaper monthly and is almost always more expensive overall.

  • Amortisation

    Early payments are mostly interest, which is why overpaying early works

    Look at the amortisation schedule's early rows. On a long mortgage, the first years are overwhelmingly interest, which is why overpaying early has a disproportionate effect.

  • Variable rates

    Re-run the numbers a few points higher before you commit

    Run the numbers again at two or three percentage points higher before committing to a variable rate.

Standards and terms behind the Loan Calculator

The named things this tool works with, and the documents that define them.

AmortisationHow it works
The schedule that splits each loan repayment between interest and principal, front-loading the interest.
APRSpecification
The annual percentage rate: a loan's yearly cost including fees, defined so different offers can be compared.

Also searched as: monthly repayment formula, amortisation schedule, emi calculation, total interest paid.

How repayments are calculated

A standard repayment loan uses the amortisation formula: the monthly payment is fixed, and each payment covers the interest accrued that month with whatever remains going to the principal. Because the interest is charged on the outstanding balance, and that balance falls over time, the split between interest and principal shifts steadily across the term.

The payment itself — the EMI, or equated monthly instalment — is M = P × r × (1 + r)ⁿ ÷ ((1 + r)ⁿ − 1), where P is the amount borrowed, r the monthly interest rate (the annual rate divided by 12) and n the number of monthly payments. Borrowing 10,000 at 6% a year over five years gives r = 0.005 and n = 60, so M ≈ 193.33 a month and about 1,600 in interest over the term.

Why early payments barely touch the balance

This is the part the headline monthly figure hides. On a 25-year mortgage at 6%, roughly three-quarters of the first year's payments go to interest. It takes over half the term before more of each payment goes to principal than to interest. The schedule above makes that visible, and it is the single most useful thing to look at when deciding between terms.

It also explains why overpaying early has a disproportionate effect: a payment made against the principal in year one avoids interest on that amount for the remaining twenty-four years.

Term length is a trade

A longer term lowers the monthly payment and raises the total cost, and the relationship is not gentle. Extending a loan from 15 years to 30 might cut the monthly figure by a third while roughly doubling the interest paid. Both numbers are shown above so the trade is explicit.

What this calculator does not include

It models the loan itself. It does not include arrangement fees, early repayment charges, insurance that a lender may require, or — for mortgages — property taxes and building insurance that are often collected alongside the payment. It assumes a fixed rate for the whole term; a variable or tracker rate will diverge from this the moment it moves. Treat the figures as the loan's shape, not a quotation.

Privacy

The Loan Calculator runs entirely in your browser. What you enter and the result it produces stay on your own device — nothing is sent anywhere, because nothing needs to be.

You can confirm this rather than take our word for it: open your browser’s developer tools, watch the Network tab, and use the tool. No request carries your input. It also keeps working with the connection off.

Details are in the privacy policy.

What next?

For rate changes and comparisons outside a repayment schedule.

Work with percentages directly

Loan Calculator — questions

How is a monthly loan payment calculated?

With the amortisation formula: P × r ÷ (1 − (1 + r)^−n), where P is the principal, r the monthly interest rate (annual rate ÷ 12 ÷ 100) and n the number of monthly payments. The result is the fixed amount that clears the loan exactly over the term.

Why does so little of my early payment reduce the balance?

Interest is charged on the outstanding balance, which is at its largest at the start. Early payments are mostly interest with a small principal component; the ratio reverses gradually across the term. The schedule above shows the split for every payment.

Does a longer term cost more?

Yes, usually substantially. A longer term lowers the monthly payment but leaves the balance outstanding for longer, accruing more interest. Compare the "total interest" figure across a few terms to see the size of the difference.

Does this include fees or insurance?

No. It models the loan only — no arrangement fees, early repayment charges, insurance or property taxes. It also assumes a fixed rate for the whole term, so a variable-rate loan will diverge as soon as the rate changes.

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