Skip to content
Try itSign In

Calculate your mortgage

Work out the monthly payment of an annuity loan, the balance left after the fixed-rate period and when it is repaid. With a repayment schedule for every year.

Your figures

Prefilled with an example. Overwrite the values with your own figures, the result updates instantly.

€
without closing costs
€
transfer tax, notary, land registry and broker in euros
€
what you put in yourself
%
enter the borrowing rate from your offer; the prefilled value is an example, not a market rate
repayment rate per year or fixed monthly payment
%
share of the loan you repay in the first year
years
how long the borrowing rate applies, often 5 to 30 years
Optional
€
at the end of each loan year, only during the fixed-rate period
Optional
€
leave empty to use price plus closing costs minus equity

Your result

Calculated monthly payment

€1,375.00

3.50% borrowing rate plus 2.00% initial repayment. The payment stays the same, and the repayment share grows every month.

Loan
€300,000.00
Balance after 10 years fixed rate
€228,283.70
Interest during the fixed-rate period
€93,283.70
Time until debt-free
29 years
Interest until fully repaid
€177,593.08

Financing need

Purchase price

€300,000.00

Closing costs

€25,710.00

Equity

− €25,710.00

Loan

€300,000.00

Repayment schedule by loan year

Interest, repayment and remaining balance for each year from disbursement.

YearInterestRepaymentBalance
1€10,402.80€6,097.20€293,902.80
2€10,185.95€6,314.05€287,588.75
3€9,961.39€6,538.61€281,050.14
4€9,728.81€6,771.19€274,278.95
5€9,487.99€7,012.01€267,266.94
6€9,238.57€7,261.43€260,005.51
7€8,980.32€7,519.68€252,485.83
8€8,712.87€7,787.13€244,698.70
9€8,435.91€8,064.09€236,634.61
10End of fixed rate€8,149.09€8,350.91€228,283.70
11€7,852.07€8,647.93€219,635.77
12€7,544.49€8,955.51€210,680.26
13€7,225.99€9,274.01€201,406.25
14€6,896.12€9,603.88€191,802.37
15€6,554.55€9,945.45€181,856.92
16€6,200.83€10,299.17€171,557.75
17€5,834.52€10,665.48€160,892.27
18€5,455.16€11,044.84€149,847.43
19€5,062.34€11,437.66€138,409.77
20€4,655.53€11,844.47€126,565.30
21€4,234.26€12,265.74€114,299.56
22€3,798.00€12,702.00€101,597.56
23€3,346.24€13,153.76€88,443.80
24€2,878.40€13,621.60€74,822.20
25€2,393.92€14,106.08€60,716.12
26€1,892.21€14,607.79€46,108.33
27€1,372.66€15,127.34€30,980.99
28€834.63€15,665.37€15,315.62
29€277.46€15,315.62€0.00

Loan years from disbursement, not calendar years. Monthly interest rounded to the cent, as on a bank statement. After the fixed-rate period the schedule continues at the same rate.

Borrowing rate

The calculation uses the borrowing rate (Sollzins), not the annual percentage rate. The APR under the German Price Indication Ordinance includes further costs and is stated in the bank's offer. Even without costs, 3.50% borrowing rate paid monthly works out at 3.56% per year.

After the fixed rate

After the fixed-rate period the schedule continues at the same rate. Nobody knows the actual follow-up rate today. Try out scenarios in the follow-up financing calculator.


The link contains your inputs. Anyone who opens it sees exactly this calculation.

Model calculation without guarantee. It does not replace an offer from a bank or advice. Banks use their own terms and costs; only your loan agreement or the bank's ESIS sheet is binding. Calculation rules as of 14 Oct 2026.

How an annuity loan works

Most property loans in Germany are annuity loans (Annuitätendarlehen). You pay the same amount every month. Part of it is interest on the remaining balance, the rest is repayment. As the balance falls with every payment, the interest gets smaller and the repayment larger, while the payment stays the same.

The bank agrees a borrowing rate (Sollzins) and an initial repayment rate, both in percent per year. Together they give the monthly payment. The borrowing rate applies for the fixed-rate period, usually 5 to 30 years. After that there is usually a remaining balance that needs follow-up financing.

Monthly payment = loan × (borrowing rate + initial repayment) ÷ 12

Worked example: €300,000 at 3.5% with 2% repayment

The calculator is prefilled with an example: a €300,000 loan, 3.5% borrowing rate, 2% initial repayment, 10-year fixed rate. The rate is an example value, not a current market rate.

  1. Monthly payment: €300,000 × (3.5% + 2%) ÷ 12 = €1,375
  2. First month: €875 interest (€300,000 × 3.5% ÷ 12) and €500 repayment
  3. After 10 years: €93,283.70 interest paid, remaining balance €228,283.70
  4. At the same rate, repaid after 29 years with €177,593.08 interest in total

The last payment is smaller (€468.08) because only the remaining balance is left.

Initial repayment and term

The initial repayment rate decides how long you pay. Because repayment grows every month, even one percentage point more shortens the term noticeably. In the example, full repayment takes 29 years at 2%.

If you prefer to start from a fixed payment, switch the calculator to "Monthly payment". It then shows the initial repayment that goes with it. If the payment does not even cover the first month's interest, the balance never falls; the calculator then tells you the minimum payment.

Special repayments: what they achieve

A special repayment (Sondertilgung) is a payment on top of the monthly instalment that reduces the balance directly. Many agreements allow it up to a fixed amount per year, often 5% of the loan. Whether and how much is set out in your agreement.

In the example, a special repayment of €5,000 at the end of each of the first 10 years saves €52,271.54 in interest. The loan is repaid after 22 years and 9 months instead of 29 years. The balance after the fixed-rate period falls to €169,472.78.

Borrowing rate and annual percentage rate

The borrowing rate is the price of the borrowed money, expressed per year. The annual percentage rate (effektiver Jahreszins) under § 16 of the German Price Indication Ordinance also includes the bank's costs and the effect of monthly payments. It is stated in the offer and in the European Standardised Information Sheet (ESIS) you receive before signing.

The calculator knows no costs and therefore uses the borrowing rate. Monthly payment alone turns a 3.5% borrowing rate into 3.56% per year. Always compare offers by their annual percentage rate.

Interest in your tax return

If you rent out the property, the loan interest is an income-related expense in Annex V of the German tax return (§ 9 (1) sentence 3 no. 1 EStG). Repayment is not, as it pays back the loan. The schedule shows the interest for each loan year; for the tax return, the calendar year on your bank statement counts.

If you live in the property yourself, you cannot deduct the interest.

Common planning mistakes

  • Only looking at the payment: the balance after the fixed-rate period decides how hard a higher follow-up rate hits you.
  • Confusing borrowing rate and APR: only the annual percentage rate makes offers comparable.
  • Starting with too little repayment: with a low repayment rate, full repayment quickly takes more than 40 years.
  • Planning special repayments the agreement does not allow: without an agreement the bank can refuse them.

Purchase costs

Real estate transfer tax, notary, land registry and agent for your state – and the total you need.

Follow-up financing

What your loan costs after the fixed-rate period – new payment or new term.

Frequently asked questions

Loan times borrowing rate plus initial repayment, divided by 12. For €300,000, 3.5% borrowing rate and 2% repayment that is €300,000 × 5.5% ÷ 12 = €1,375 per month.

The amount you still owe when the fixed-rate period ends. You need follow-up financing for it at a then new rate. In the example with €300,000, 3.5% and 2% repayment it is €228,283.70 after 10 years.

That depends on your budget and plans. The higher the repayment, the shorter the term and the less interest you pay overall. The calculator shows you right away how one percentage point more or less affects term and balance.

Banks sometimes round differently, include costs, commitment interest or a different disbursement date. The calculator is a model calculation with the borrowing rate. Your agreement or the bank's ESIS sheet is what counts.

Only the interest share and only for rented property: it counts as an income-related expense in Annex V. Repayment is not deductible. For owner-occupied property the interest is not deductible either.

Your letting in one place

With CIRO you handle rent payments, utility statements and deadlines in one place: you see the earliest date you can request a rent increase and when a statement must reach the tenant, and you do your bookkeeping without weekend shifts. CIRO takes care of the routine, you make the decisions.

Start CIRO for freeSee solutions