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Mortgage calculator

Mortgage calculator

Monthly payment €632.41 over 360 payments
Principal borrowed
€150,000.00
Total interest
€77,666.18
Total to repay
€227,666.18
Year 1: principal 3132Year 1: interest 44571Year 2: principal 3227Year 2: interest 4362Year 3: principal 3325Year 3: interest 4264Year 4: principal 3426Year 4: interest 4163Year 5: principal 3530Year 5: interest 40585Year 6: principal 3638Year 6: interest 3951Year 7: principal 3748Year 7: interest 3840Year 8: principal 3862Year 8: interest 3726Year 9: principal 3980Year 9: interest 36099Year 10: principal 4101Year 10: interest 3488Year 11: principal 4226Year 11: interest 3363Year 12: principal 4354Year 12: interest 3235Year 13: principal 4487Year 13: interest 310213Year 14: principal 4623Year 14: interest 2966Year 15: principal 4764Year 15: interest 2825Year 16: principal 4909Year 16: interest 2680Year 17: principal 5058Year 17: interest 253117Year 18: principal 5212Year 18: interest 2377Year 19: principal 5370Year 19: interest 2218Year 20: principal 5534Year 20: interest 2055Year 21: principal 5702Year 21: interest 188721Year 22: principal 5875Year 22: interest 1713Year 23: principal 6054Year 23: interest 1535Year 24: principal 6238Year 24: interest 1351Year 25: principal 6428Year 25: interest 116125Year 26: principal 6624Year 26: interest 965Year 27: principal 6825Year 27: interest 764Year 28: principal 7033Year 28: interest 556Year 29: principal 7247Year 29: interest 34229Year 30: principal 7467Year 30: interest 12230
View amortization schedule (by year)
Year Annual payment Interest Principal Balance
1 €7,588.87 €4,457.17 €3,131.70 €146,868.30
2 €7,588.87 €4,361.92 €3,226.95 €143,641.35
3 €7,588.87 €4,263.77 €3,325.11 €140,316.24
4 €7,588.87 €4,162.63 €3,426.24 €136,890.00
5 €7,588.87 €4,058.42 €3,530.45 €133,359.55
6 €7,588.87 €3,951.04 €3,637.84 €129,721.71
7 €7,588.87 €3,840.39 €3,748.48 €125,973.22
8 €7,588.87 €3,726.37 €3,862.50 €122,110.73
9 €7,588.87 €3,608.89 €3,979.98 €118,130.75
10 €7,588.87 €3,487.84 €4,101.03 €114,029.71
11 €7,588.87 €3,363.10 €4,225.77 €109,803.94
12 €7,588.87 €3,234.57 €4,354.30 €105,449.64
13 €7,588.87 €3,102.13 €4,486.74 €100,962.90
14 €7,588.87 €2,965.66 €4,623.21 €96,339.69
15 €7,588.87 €2,825.04 €4,763.83 €91,575.86
16 €7,588.87 €2,680.15 €4,908.73 €86,667.13
17 €7,588.87 €2,530.84 €5,058.03 €81,609.10
18 €7,588.87 €2,377.00 €5,211.88 €76,397.22
19 €7,588.87 €2,218.47 €5,370.40 €71,026.82
20 €7,588.87 €2,055.13 €5,533.75 €65,493.08
21 €7,588.87 €1,886.81 €5,702.06 €59,791.02
22 €7,588.87 €1,713.38 €5,875.49 €53,915.53
23 €7,588.87 €1,534.67 €6,054.20 €47,861.33
24 €7,588.87 €1,350.53 €6,238.35 €41,622.98
25 €7,588.87 €1,160.78 €6,428.09 €35,194.89
26 €7,588.87 €965.26 €6,623.61 €28,571.28
27 €7,588.87 €763.80 €6,825.07 €21,746.21
28 €7,588.87 €556.21 €7,032.66 €14,713.55
29 €7,588.87 €342.31 €7,246.57 €7,466.98
30 €7,588.87 €121.89 €7,466.98 €0.00

Estimate using the French amortization system (fixed payment) with a fixed interest rate for the whole term. It doesn't include fees, linked insurance, or rate changes on variable-rate mortgages. Not financial advice.

This mortgage calculator works out the fixed monthly payment, total interest paid and a full amortization schedule from the loan amount, annual interest rate and term.

Fixed payment, shifting split

With the standard French amortization method, your monthly payment never changes over the life of the loan — but what it’s made of does. Early on, most of each payment covers interest on the large outstanding balance; as that balance shrinks year after year, more of the same payment goes toward principal.

Example

A €150,000 loan at 3% over 30 years comes out to a monthly payment of about €632, for a total of roughly €227,670 paid — meaning about €77,670 in interest over the life of the loan.

For guidance only, not financial advice — it doesn’t include fees, linked insurance, or rate changes on a variable-rate mortgage.

FAQ

How is the monthly payment calculated?
With the French amortization system (fixed payment): the same amount is paid every month for the whole term, but the split between interest and principal shifts over time — interest dominates in the early years, principal in the later ones.
Does the interest rate stay fixed for the whole loan?
This calculator assumes a fixed rate for the entire term. It doesn't model rate changes on a variable-rate mortgage, or extra fees and linked insurance some lenders require.
Why do I pay so much interest in the first years?
Because interest is charged on the outstanding balance, which is highest at the start. As you pay down principal, the balance shrinks and less of each payment goes to interest — even though the payment itself stays the same.