Loan calculator
Money & financeHow much will your loan really cost?
Payment, interest and fees of any loan: annuity or equal principal, monthly or less often.
Your loan
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Payments
Payment
€193.33
Monthly payment · 60 payments over 60 months
Banks may count interest by days and round each payment, so their figures can differ by a few cents. No effective annual rate (APR).
Where your money goes
- Loan amount €10,000.00 · 86%
- Total interest €1,599.68 · 14%
= Total cost €11,599.68
What this means
- Every €1.00 you borrow costs you €1.16 in total, fees included.
- Equal principal payments would cost €74.68 less interest, but the first payment would be €216.67.
- From the very first payment, most of it repays the loan itself.
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Repayment over the loan term
Balance falls from €10,000.00 to zero over 60 months. Total interest €1,599.68, fees €0.00.
- Principal
- Interest
- Remaining balance
| Payment | Principal | Interest | Remaining balance |
|---|---|---|---|
| 1 | €143.33 | €50.00 | €9,856.67 |
| 2 | €144.04 | €49.28 | €9,712.63 |
| 3 | €144.76 | €48.56 | €9,567.86 |
| 4 | €145.49 | €47.84 | €9,422.37 |
| 5 | €146.22 | €47.11 | €9,276.16 |
| 6 | €146.95 | €46.38 | €9,129.21 |
| 7 | €147.68 | €45.65 | €8,981.53 |
| 8 | €148.42 | €44.91 | €8,833.11 |
| 9 | €149.16 | €44.17 | €8,683.95 |
| 10 | €149.91 | €43.42 | €8,534.04 |
| 11 | €150.66 | €42.67 | €8,383.38 |
| 12 | €151.41 | €41.92 | €8,231.97 |
| 13 | €152.17 | €41.16 | €8,079.80 |
| 14 | €152.93 | €40.40 | €7,926.87 |
| 15 | €153.69 | €39.63 | €7,773.18 |
| 16 | €154.46 | €38.87 | €7,618.72 |
| 17 | €155.23 | €38.09 | €7,463.48 |
| 18 | €156.01 | €37.32 | €7,307.47 |
| 19 | €156.79 | €36.54 | €7,150.68 |
| 20 | €157.57 | €35.75 | €6,993.11 |
| 21 | €158.36 | €34.97 | €6,834.74 |
| 22 | €159.15 | €34.17 | €6,675.59 |
| 23 | €159.95 | €33.38 | €6,515.64 |
| 24 | €160.75 | €32.58 | €6,354.89 |
| 25 | €161.55 | €31.77 | €6,193.33 |
| 26 | €162.36 | €30.97 | €6,030.97 |
| 27 | €163.17 | €30.15 | €5,867.80 |
| 28 | €163.99 | €29.34 | €5,703.81 |
| 29 | €164.81 | €28.52 | €5,539.00 |
| 30 | €165.63 | €27.70 | €5,373.37 |
| 31 | €166.46 | €26.87 | €5,206.91 |
| 32 | €167.29 | €26.03 | €5,039.61 |
| 33 | €168.13 | €25.20 | €4,871.48 |
| 34 | €168.97 | €24.36 | €4,702.51 |
| 35 | €169.82 | €23.51 | €4,532.70 |
| 36 | €170.66 | €22.66 | €4,362.03 |
| 37 | €171.52 | €21.81 | €4,190.52 |
| 38 | €172.38 | €20.95 | €4,018.14 |
| 39 | €173.24 | €20.09 | €3,844.90 |
| 40 | €174.10 | €19.22 | €3,670.80 |
| 41 | €174.97 | €18.35 | €3,495.83 |
| 42 | €175.85 | €17.48 | €3,319.98 |
| 43 | €176.73 | €16.60 | €3,143.25 |
| 44 | €177.61 | €15.72 | €2,965.64 |
| 45 | €178.50 | €14.83 | €2,787.14 |
| 46 | €179.39 | €13.94 | €2,607.75 |
| 47 | €180.29 | €13.04 | €2,427.46 |
| 48 | €181.19 | €12.14 | €2,246.27 |
| 49 | €182.10 | €11.23 | €2,064.17 |
| 50 | €183.01 | €10.32 | €1,881.16 |
| 51 | €183.92 | €9.41 | €1,697.24 |
| 52 | €184.84 | €8.49 | €1,512.40 |
| 53 | €185.77 | €7.56 | €1,326.63 |
| 54 | €186.69 | €6.63 | €1,139.94 |
| 55 | €187.63 | €5.70 | €952.31 |
| 56 | €188.57 | €4.76 | €763.74 |
| 57 | €189.51 | €3.82 | €574.23 |
| 58 | €190.46 | €2.87 | €383.78 |
| 59 | €191.41 | €1.92 | €192.37 |
| 60 | €192.37 | €0.96 | €0.00 |
Payment, interest and fees of any loan: annuity or equal principal, monthly or less often.
How to use
- Enter the loan amount, the yearly interest rate and the term in months.
- Pick how often you pay and the repayment type from the loan offer.
- Add the setup fee and any fee charged with each payment. The payment, total cost and schedule update instantly.
Monthly payment per 10,000 borrowed
| Rate | 2 yr | 3 yr | 5 yr | 7 yr |
|---|---|---|---|---|
| 4% | 434 | 295 | 184 | 137 |
| 6% | 443 | 304 | 193 | 146 |
| 8% | 452 | 313 | 203 | 156 |
| 10% | 461 | 323 | 212 | 166 |
| 15% | 485 | 347 | 238 | 193 |
| 20% | 509 | 372 | 265 | 222 |
An annuity with monthly payments and no fees, in any currency.
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How it works
A loan is repaid in one of two common ways. With an annuity every payment is the same: early payments are mostly interest, later ones mostly repay the loan. With equal principal you repay the same share of the loan every time and pay interest on what is left, so the first payment is the largest and the payments fall.
The annuity payment is A = P · r / (1 − (1 + r)^−n), where P is the amount, r the interest rate per period (the yearly rate divided by the number of payments a year) and n the number of payments. Example: €10,000 at 6 % over 36 monthly payments gives r = 0.5 % and a payment of €304.22, so the interest totals €951.90. With equal principal the interest is r · P · (n + 1) / 2, here €925.00, but the first payment is €327.78.
Fees are part of the price: the total cost is the amount plus all interest plus the setup fee and the fees charged with every payment. The calculator assumes a fixed rate split evenly between periods. Banks may count interest by days and round each payment to the cent, and it does not compute the effective annual rate (APR) that lenders must state.
Frequently asked questions
Annuity or equal principal: which is cheaper?
Equal principal always costs less interest, because you repay the loan faster at the start. The price is a higher first payment. An annuity keeps every payment the same, which is easier to budget.
Why do the fees matter so much on small loans?
A fixed fee per payment weighs more when the loan is small. On a short consumer loan the fees can cost more than the interest, so compare offers by the total cost, not by the rate alone.
Can I pay quarterly or once a year?
Yes. Choose the payment interval; the term must then be a whole number of intervals, for example 60 months for quarterly payments. Fewer payments a year means more interest, because the balance falls more slowly.
Why is the last payment different from the others?
With equal principal the payments fall every time, so the last one is the smallest. With an annuity a bank rounds each payment to the cent and settles the difference in the last payment.
What is the difference between the interest rate and the APR?
The interest rate is the price of the money alone. The APR (the effective annual rate) also counts the fees and how often you pay, as one yearly rate, so offers can be compared. This calculator shows the fees as money in the total cost instead.
How does the term change the cost?
A longer term lowers each payment but adds interest. 10,000 at 8 % costs 452 a month and 855 in interest over two years, but 156 a month and 3,092 in interest over seven.
Does repaying a loan early save money?
Yes: interest runs only on what you still owe, so repaying early saves the interest of the remaining term. In the EU you may repay a consumer loan early at any time; the lender may charge at most 1 % of the amount repaid (0.5 % with less than a year left).
Can I use it for a student loan?
Yes, for the repayment phase: enter the balance when repayment starts, the current rate and the agreed term. If the rate is variable (often tied to Euribor), later payments will change, so the result is an estimate.
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