Annuity Calculator
Calculate the annuity of your loan. Equal installments with interest and principal portions. Free with amortization schedule, interest comparison, examples.
Annual Annuity
14.072,22 €
Monthly installment
1.172,68 €
Total costs
281.444,31 €
Total interest
81.444,31 €
Note: These calculations are for informational purposes only and do not replace professional tax or financial advice. All information without guarantee.
Frequently Asked Questions
What is an annuity loan?
An annuity loan has constant monthly payments throughout the term. Each payment consists of an interest portion and a repayment portion. As the loan balance decreases, the interest portion shrinks and the repayment portion grows.
How is the annuity calculated?
The annuity equals interest rate plus initial repayment rate, multiplied by the loan amount, divided by 12. For example, 100,000 euros at 3% interest and 2% repayment yields a monthly annuity of about 417 euros.
What is the Annuity Calculator?
The annuity calculator computes the constant annual or monthly instalment (annuity) of a loan from the amount, interest rate and term.
How does the Annuity Calculator work?
The annuity is calculated using the annuity formula: instalment = loan * (q^n * (q-1)) / (q^n - 1), where q = 1 + rate/12 and n = number of instalments. The calculator shows the repayment schedule and total cost.
Key Data and Facts
The annuity stays constant while the interest portion falls and the principal portion rises. Advantage: predictable fixed payments. Choose a high initial repayment when rates are low.
Step-by-Step Guide
How to calculate die Annuitaet step by step: 1. Kreditsumme enter: Der Darlehensbetrag, den Sie aufnehmen moechten. 2. Jaehrlichen interest rate angeben: Der Sollzins aus dem Kreditangebot. 3. Laufzeit oder Tilgungssatz choose: Entweder die gewuenschte Laufzeit in Jahren oder den anfaenglichen Tilgungssatz. 4. Annuitaetenformel: rate = Kredit x (q^n x (q-1)) / (q^n - 1), wobei q = 1 + Monatszins und n = Anzahl der Raten. 5. Tilgungsplan ablesen: Jede rate teilt sich in Zinsanteil (sinkt) und Tilgungsanteil (steigt). 6. Gesamtkosten determine: Summe aller Raten minus Kreditsumme = Gesamtzinsen. Beispiel: Kredit 50.000 EUR, 5 % Jahreszins, 10 Jahre Laufzeit. Monatszins: 5 % / 12 = 0,4167 %. Anzahl Raten: 120. Monatsrate: 50.000 x (1,004167^120 x 0,004167) / (1,004167^120 - 1) = 530,33 EUR. Gesamtzahlung: 530,33 x 120 = 63.639,60 EUR. Gesamtzinsen: 13.639,60 EUR. rate 1: interest 208,33 EUR, Tilgung 322,00 EUR. rate 120: interest 2,20 EUR, Tilgung 528,13 EUR.
Calculation Example
Kredit 50.000 EUR, 5 % interest, 10 Jahre. Monatsrate: 530,33 EUR. Gesamtzinsen: 13.639,60 EUR. rate 1: interest 208,33 EUR, Tilgung 322,00 EUR.
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