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Mortgage Amortization: A systematic way to repay your loan

Posted on: 01st Apr, 2004 01:44 am

Mortgage amortization is essentially a loan repayment plan or schedule. It facilitates the removal of the debt burden of the borrower over a certain fixed period of time by making monthly/periodic payments. The payments made through regular, periodic instalments comprise of the monthly interest (including accrued interest on the outstanding debt) and a chunk of the principal balance i.e. a portion reducing the outstanding amount of the actual debt. The amount of monthly (periodic) payments remains the same over the life of the loan.

In the early stages of the period (life) of the loan the actual repayment towards principal will turn out to be very small while that towards interest payment will be very big. In the later stages, however, this case will be reversed.

Amortization involves the 'term' of the mortgage or 'spread' of the repayment schedules over a period of time. A mortgage can well be the longest loan to be taken, meaning, it spreads over the longest period in the process of getting repaid. Mortgages could even elongate to 15, 20, 25 or 30 years. Normally, the shorter the term involved in amortization the lesser the interest one has to pay back. So, amortizing one's mortgage over a lower term might seem plausible. However, it must be remembered that the monthly installments to be paid in case of mortgages amortizing over a shorter period also need to suit one's financial position and earnings/incomes.

Car loans and home loans well conform to the amortization norms because each of them has a fixed payment schedule remaining the same for the life of the loan. Credit card payments, on the other hand, involve a revolving loan and have no definite lifetime or payoff date and change on monthly basis.

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Calculate it yourself
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Mortgage Amortization
I am trying to figure what the payoff on my loan will be in 2009. Loan amount is 20000, 16.25% int., payments are $338.91 a month.
Posted on: 20th Feb, 2006 01:44 pm
Hi Trudy,

According to the figures provided the monthly instalment in this part of the year in 2009 should be $705.61.

You may take the help of the amortization calculator of this site to calculate it yourself too.

Regards,
Blue
Posted on: 20th Feb, 2006 02:00 pm
What would the monthly payment be on a $500,000 loan for ten years at 10% interest?
Posted on: 11th Dec, 2007 04:45 pm
Hi Janey,

I have given you the answer of your same question at- http://www.mortgagefit.com/know-how/monthly-payment.html
You can check it out.

Feel free to ask if you have further question.

Thanks,
Larry
Posted on: 11th Dec, 2007 05:29 pm
Cool site! Helpful topic! :)
Posted on: 18th Jan, 2008 06:40 pm
Hi Janey,

Your payment would be 6,607.54. Why is the rate so high?
Posted on: 19th Jan, 2008 05:43 pm
I'm going to buy a house for $18,000 at 12% interest for five years. Could you tell me how much the payment will be?
Posted on: 14th May, 2009 05:23 pm
Hi Guest,

Apart from the details that you have mentioned, if I consider your annual property tax to be $1000 and homeowner's insurance to be $300, then your total monthly payments will be around $508. You can also use the given page to calculate your monthly mortgage payments:
http://www.mortgagefit.com/calculators/howmuch-pay.html

Thanks.
Posted on: 15th May, 2009 04:48 am
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