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Annuity LoanBank loans, personal loans and mortgages

Loan Calculator (Annuity & Equal Amortization)

Free loan calculator. Calculate monthly payments, interest costs, and full amortization schedules using annuity or equal principal repayments.

€
years
%
/ mo

Bank account management or invoice handling fee.

Loan Calculation Results25 yrs (300 mos)
Total Monthly Payment
932,84 € / mo
Loan Principal:180 000,00 €
Total Interest:+99 103,00 €
Total Fees:+750,00 €
Total Repayment:279 853,00 €
Estimated month 1 breakdown:
Principal: 360,00 €Interest: 570,00 €
Laskuri.co

Monthly Payments Across Loan Sizes (20-Year & 25-Year Terms)

Comparison table for standard loan balances at 3.5% and 4.5% illustrative rates (annuity).

Loan Amount20 yrs (3.5% rate)20 yrs (4.5% rate)25 yrs (3.5% rate)25 yrs (4.5% rate)
50 000,00 €290 € / mo316 € / mo250 € / mo278 € / mo
100 000,00 €580 € / mo633 € / mo501 € / mo556 € / mo
150 000,00 €870 € / mo949 € / mo751 € / mo834 € / mo
200 000,00 €1160 € / mo1265 € / mo1001 € / mo1112 € / mo
250 000,00 €1450 € / mo1582 € / mo1252 € / mo1390 € / mo
300 000,00 €1740 € / mo1898 € / mo1502 € / mo1667 € / mo

Loan Amortization Schedule (Yearly)

View how debt principal is repaid and interest payments decline over time.

25 years (Annuity)
YearPrincipal PaidInterest PaidFeesAnnual PaymentRemaining Balance
Year 14 400,00 €+6 764,00 €+30,00 €11 194,00 €175 600,00 €
Year 24 570,00 €+6 594,00 €+30,00 €11 194,00 €171 029,00 €
Year 34 747,00 €+6 417,00 €+30,00 €11 194,00 €166 282,00 €
Year 44 931,00 €+6 233,00 €+30,00 €11 194,00 €161 352,00 €
Year 55 121,00 €+6 043,00 €+30,00 €11 194,00 €156 230,00 €
Year 65 319,00 €+5 845,00 €+30,00 €11 194,00 €150 911,00 €
Year 75 525,00 €+5 639,00 €+30,00 €11 194,00 €145 386,00 €
Year 85 739,00 €+5 425,00 €+30,00 €11 194,00 €139 647,00 €
Year 95 961,00 €+5 203,00 €+30,00 €11 194,00 €133 687,00 €
Year 106 191,00 €+4 973,00 €+30,00 €11 194,00 €127 496,00 €
Year 116 431,00 €+4 734,00 €+30,00 €11 194,00 €121 065,00 €
Year 126 679,00 €+4 485,00 €+30,00 €11 194,00 €114 386,00 €
Year 136 937,00 €+4 227,00 €+30,00 €11 194,00 €107 448,00 €
Year 147 206,00 €+3 958,00 €+30,00 €11 194,00 €100 243,00 €
Year 157 484,00 €+3 680,00 €+30,00 €11 194,00 €92 758,00 €
Year 167 774,00 €+3 390,00 €+30,00 €11 194,00 €84 985,00 €
Year 178 074,00 €+3 090,00 €+30,00 €11 194,00 €76 910,00 €
Year 188 387,00 €+2 778,00 €+30,00 €11 194,00 €68 524,00 €
Year 198 711,00 €+2 453,00 €+30,00 €11 194,00 €59 813,00 €
Year 209 048,00 €+2 116,00 €+30,00 €11 194,00 €50 765,00 €
Year 219 398,00 €+1 767,00 €+30,00 €11 194,00 €41 368,00 €
Year 229 761,00 €+1 403,00 €+30,00 €11 194,00 €31 607,00 €
Year 2310 138,00 €+1 026,00 €+30,00 €11 194,00 €21 468,00 €
Year 2410 530,00 €+634,00 €+30,00 €11 194,00 €10 938,00 €
Year 2510 938,00 €+226,00 €+30,00 €11 194,00 €0 € (Paid in full)

What this loan calculator does not automatically cover

  • •Loan arrangement & origination fees: Lenders often charge a one-time arrangement fee upon disbursement (e.g. 300–1,000 €), which increases the effective APR.
  • •Future benchmark interest shifts: This calculator assumes the interest rate remains constant. In practice, benchmark rates reset periodically (e.g. annually with 12m Euribor).
  • •Phased-out mortgage interest deductions: Mortgage interest deductions for primary residences in Finland have been fully eliminated (0% since 2023). Investment property mortgage interest remains deductible against rental income.
  • •Loan protection insurance: Voluntary insurance against unemployment or sickness is billed as an additional monthly premium.

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🔒 Your calculations are never stored or sold to lenders

All calculations execute directly in your web browser with zero sign-up requirements. We never collect or transmit your financial figures to third parties.

• Annuity formula: Standard European amortization model
• Equal amortization: Fixed principal reduction + monthly interest
• Compliance: Adheres to Finnish Fin-FSA loan guidelines

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Vastauksia yleisimpiin kysymyksiin laskennasta, säännöistä ja käytännöistä.

In an annuity loan, your monthly payment remains constant as long as the interest rate stays the same. With equal principal amortization, you pay back a fixed amount of loan principal each month plus accrued interest, meaning your monthly payments start higher but decrease over time. Equal principal repayment results in lower overall interest costs.