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Loan instalment calculator

Loan repayment calculator

1 000 EUR 200 000 EUR
6 mo. 120 mo.
Monthly payment
Total cost
Total interest

Indicative calculation based on nominal rate of 12%. Actual costs depend on individual creditworthiness assessment.

Everything about the loan instalment calculator

What the loan instalment calculator can do

This calculator works for comparing any bank offer, regardless of amount, term, or lender — use it for a short-term loan over a few months or a multi-year personal loan for a much larger sum.

It calculates the equal-instalment (annuity) variant, where every payment is the same size for the whole term. That's the most common repayment structure banks offer for personal loans.

How to calculate a loan instalment

You need three figures to work out the monthly instalment: the loan amount, the nominal interest rate, and the term. We explain each one below.

Loan amount

This is the sum you're applying for — the amount you'll actually receive (or that gets paid to a merchant, if you're financing a purchase). The calculator accepts any amount, so you can check the instalment for a small short-term loan or a much larger one.

Interest rate

A loan's interest rate is always quoted per year. If a bank offers a nominal rate of 10% a year, that's the figure you enter — the calculator converts it to a monthly rate automatically.

Keep in mind the nominal rate isn't the same as the APRC (annual percentage rate of charge). APRC also factors in the arrangement fee and other charges, so it's always higher. If your bank charges a fee, check our APRC calculator to see the real cost.

Loan term

You enter the term in months — the time you commit to repaying the full loan plus interest. A longer term lowers the monthly instalment but raises the total cost, since interest accrues for longer. A shorter term means a higher instalment but a lower overall cost.

Worked example

Say you borrow 20,000 at a nominal rate of 12% a year, over a 36-month term. The monthly rate works out to 12% ÷ 12 = 1%. Plugging that into the annuity formula gives an instalment of roughly 664 a month, with a total repayment of around 23,910 — meaning total interest of about 3,910.

How is this calculated?

The equal-instalment (annuity) formula is: P = A × r × (1+r)^n / ((1+r)^n − 1), where A is the loan amount, r is the monthly interest rate (annual rate ÷ 12), and n is the number of instalments.

The total cost is the sum of every instalment, and total interest is the difference between that and the amount borrowed. This calculator doesn't include extra fees such as an arrangement fee or insurance — your bank's actual offer may differ.

FAQ

Equal (annuity) instalments stay the same for the whole term — early on you mostly pay interest, and over time more of each payment goes towards the principal. Decreasing instalments start higher and fall every month, but cost less overall. This calculator uses the equal-instalment method, the most common structure for personal loans.
No — it calculates the instalment purely from the loan amount, interest rate, and term. If your bank charges an arrangement fee, the real cost of the loan (APRC) will be higher than the nominal interest rate alone — check our APRC calculator to account for that.
A longer term lowers your monthly instalment but increases the total interest paid over the life of the loan. A shorter term means a higher instalment but a lower overall cost.