Mortgage
Monthly payment, remaining debt after the fixed-rate period, full repayment plan and what extra repayments save.
€1,985.26 a month
You pay €1,985.26 a month. After 10 years you still owe €313,964. You are debt-free in Jul 2057.
Over 30 years 9 months you pay €318,157 in interest: every euro borrowed costs you €1.77 in total. The part after the fixed period assumes 4.75% interest.
- Monthly payment Monthly payment German: Rate / Monatsrate What you pay the bank every month: interest plus repayment. With an annuity loan it stays the same for the whole fixed-rate period. More about this term
- €1,985.26
- Remaining debt after fixed period Remaining debt German: Restschuld What you still owe at a given time – most importantly at the end of the fixed-rate period, because that amount has to be refinanced at the rates of that time. More about this term
- €313,964
- Total interest Total interest All interest you pay until the loan is repaid – the cost of borrowing. The part after the fixed period uses your assumed follow-up rate.
- €318,157
- Debt-free Debt-free The month of the last payment, when the loan is fully repaid.
- Jul 2057
- Effective rate Effective annual rate (APR) German: Effektivzins The true yearly cost of the loan: it includes monthly compounding and fees. German banks must state it in every offer, which makes it the fairest number for comparing loans. More about this term
- 3.82%
Refinancing risk
You still owe €313,964 when the fixed rate ends and must refinance it at the rates of that time. Every extra percentage point of interest then costs about €262 a month.Remaining debt Remaining debt German: Restschuld How much you still owe at the end of each year. With extra repayments, the second line shows the same loan without them, so you can see how much sooner it is paid off. What you still owe at a given time – most importantly at the end of the fixed-rate period, because that amount has to be refinanced at the rates of that time. More about this term
Balance at the end of each loan year
What each year's payments go to What each year's payments go to Each bar is one year of payments, split into interest (the bank's income) and repayment (which reduces your debt). The monthly payment stays the same, but the repayment share grows every year.
Interest shrinks as the debt falls
Where your money goes Where your money goes The total of all payments: the loan itself, the interest on top, and one-off fees. Today's money adjusts the total for inflation.
Everything you pay until the loan is gone
- Repayment
- €414,315 57%
- Interest
- €318,157 43%
- Fees
- €0 0%
- Total
- €732,472
In today's money the payments are worth €548,162 at 2% inflation – of €732,472 nominal.
Repayment plan Repayment schedule German: Tilgungsplan Every payment until the loan is repaid. The highlighted row is the end of the fixed-rate period. A table of every payment, showing how much goes to interest and to repayment and what debt remains afterwards. More about this term
| Year | Interest rate | Paid | Interest | Repayment | Extra | Remaining |
|---|---|---|---|---|---|---|
| 1 (2027) | 3.75% | €23,823 | €15,393 | €8,430 | €0 | €405,885 |
| 2 (2028) | 3.75% | €23,823 | €15,071 | €8,752 | €0 | €397,133 |
| 3 (2029) | 3.75% | €23,823 | €14,737 | €9,086 | €0 | €388,047 |
| 4 (2030) | 3.75% | €23,823 | €14,391 | €9,432 | €0 | €378,615 |
| 5 (2031) | 3.75% | €23,823 | €14,031 | €9,792 | €0 | €368,823 |
| 6 (2032) | 3.75% | €23,823 | €13,657 | €10,166 | €0 | €358,657 |
| 7 (2033) | 3.75% | €23,823 | €13,269 | €10,554 | €0 | €348,103 |
| 8 (2034) | 3.75% | €23,823 | €12,867 | €10,956 | €0 | €337,147 |
| 9 (2035) | 3.75% | €23,823 | €12,449 | €11,374 | €0 | €325,772 |
| 10 (2036) | 3.75% | €23,823 | €12,015 | €11,808 | €0 | €313,964 |
| 11 (2037) | 4.75% | €23,823 | €14,717 | €9,106 | €0 | €304,858 |
| 12 (2038) | 4.75% | €23,823 | €14,275 | €9,548 | €0 | €295,309 |
| 13 (2039) | 4.75% | €23,823 | €13,811 | €10,012 | €0 | €285,297 |
| 14 (2040) | 4.75% | €23,823 | €13,325 | €10,498 | €0 | €274,799 |
| 15 (2041) | 4.75% | €23,823 | €12,815 | €11,008 | €0 | €263,792 |
| 16 (2042) | 4.75% | €23,823 | €12,281 | €11,542 | €0 | €252,249 |
| 17 (2043) | 4.75% | €23,823 | €11,721 | €12,103 | €0 | €240,147 |
| 18 (2044) | 4.75% | €23,823 | €11,133 | €12,690 | €0 | €227,457 |
| 19 (2045) | 4.75% | €23,823 | €10,517 | €13,306 | €0 | €214,151 |
| 20 (2046) | 4.75% | €23,823 | €9,871 | €13,952 | €0 | €200,199 |
| 21 (2047) | 4.75% | €23,823 | €9,194 | €14,629 | €0 | €185,569 |
| 22 (2048) | 4.75% | €23,823 | €8,483 | €15,340 | €0 | €170,229 |
| 23 (2049) | 4.75% | €23,823 | €7,739 | €16,084 | €0 | €154,145 |
| 24 (2050) | 4.75% | €23,823 | €6,958 | €16,865 | €0 | €137,280 |
| 25 (2051) | 4.75% | €23,823 | €6,139 | €17,684 | €0 | €119,596 |
| 26 (2052) | 4.75% | €23,823 | €5,281 | €18,543 | €0 | €101,053 |
| 27 (2053) | 4.75% | €23,823 | €4,380 | €19,443 | €0 | €81,610 |
| 28 (2054) | 4.75% | €23,823 | €3,436 | €20,387 | €0 | €61,224 |
| 29 (2055) | 4.75% | €23,823 | €2,447 | €21,376 | €0 | €39,847 |
| 30 (2056) | 4.75% | €23,823 | €1,409 | €22,414 | €0 | €17,433 |
| 31 (2057) | 4.75% | €17,779 | €345 | €17,433 | €0 | €0 |
Mortgage rates in Germany Mortgage rates in Germany What banks in Germany actually charged on new home loans each month, averaged over all borrowers (Deutsche Bundesbank, interest rate statistics). It shows how much rates can move within a few years – the reason the rate after your fixed period is a guess. A month's figure is published about five weeks after the month ends.
Average effective rate on new home loans, by how long the rate is fixed – up to Aug 2026
Next step
Take this loan into the other calculators
How this is calculated
The calculator models a German annuity loan (Annuitätendarlehen): each month one twelfth of the nominal rate is charged on the remaining debt, and the rest of the fixed payment repays the loan. As the debt shrinks, the repayment share grows from month to month.
When the fixed-rate period ends, the remaining debt continues at the follow-up rate you assume – with the same payment or a new repayment rate. Extra repayments reduce the debt at the end of each loan year.
The effective rate includes monthly compounding and fees deducted from the payout. Current average rates come from the Deutsche Bundesbank every month.
Questions and answers
How is the monthly mortgage payment calculated in Germany?
Payment = loan × (nominal rate + initial repayment rate) ÷ 12. For €300,000 at 3.5% interest and 2% repayment that is €1,375 a month.
What is the remaining debt after the fixed-rate period?
What you still owe when the interest rate guarantee ends. It has to be refinanced at the rates of that time, which is why the calculator shows what a higher follow-up rate would cost.
Are extra repayments (Sondertilgung) worth it?
Every euro repaid early saves the interest on it for the rest of the term. Most German contracts allow up to 5% of the loan per year without a fee; the calculator shows how much interest and time that saves.
How high should the initial repayment rate be?
2 to 3% is common. Below 1.5% the loan takes very long to repay, and banks often charge more interest.