Oficial value of day 6/4/09: 1,802
__Date___Interest rate_
01/4/2009 1,801 -0,011 -> Reduction compared prev. day:-0,607%
02/4/2009 1,791 -0,010 -> Reduction compared prev. day:-0,555%
03/04/2009 1,804 +0,013 -> Difference compared pre. day:+0,726%
06/04/2009 1,802 -0,002 -> Reduction compared prev. day:-0,111%
07/04/2009 1,797 Theorical expected value
08/04/2009 1,793 Theorical expected value
09/04/2009 1,790 Theorical expected value
14/04/2009 1,789 Theorical expected value
15/04/2009 1,785 Theorical expected value
16/04/2009 1,783 Theorical expected value
17/04/2009 1,778 Theorical expected value
20/04/2009 1,774 Theorical expected value
21/04/2009 1,762 Theorical expected value
22/04/2009 1,757 Theorical expected value
23/04/2009 1,752 Theorical expected value
24/04/2009 1,752 Theorical expected value
27/04/2009 1,750 Theorical expected value
28/04/2009 1,748 Theorical expected value
29/04/2009 1,743 Theorical expected value
30/04/2009 1,736 Theorical expected value
This is an example with the interest rate showed above:
A mortgage of 180.000 €.
Quantity added by the bank to the official interest rate: + 0,5
Mortgage years: 30.
The monthly payment will be: 690,25€
Compared one year ago (in April'08: 1001,79 €):
Expected monthly savings will be.: 312 €
Expected Yearly savings will be.: 3738 € (-31,10%)
(The monthly payments are calculated using the french metod type)
Euribor rates from 1 week to 11 months of 6/04/2009:
1 we. | 2 we. | 3 we. | 1 mo. | 2 mo. | 3 mo. | 4 mo. |
0,923 | 0,953 | 0,995 | 1,055 | 1,28 | 1,466 | 1,548 |
5 mo. | 6 mo. | 7 mo. | 8 mo. | 9 mo. | 10 mo. | 11 mo. |
1,588 | 1,644 | 1,68 | 1,7 | 1,725 | 1,752 | 1,775 |
Note: On right you have a small application where you can calculate your mortgage monthly payment.
Published date: 06/04/2009 at 11:30
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