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To pay off $128,000 in 5 years at 6.42% interest you would have to pay almost $30,000 a year ($29,996.08 if my calculations were right). Monthly payments would be $2499.68, so I suppose bimonthly would be $1,249.84. You did not say what your current payments are or if they are monthly, but you would have to specify that anything over your current payment would have to go to principal.

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Q: How much extra payment toward principle would you have to make to pay off 30 year loan with 128000.00 remaining on loan making bimonthly payments at 6.42 interest in 5 years?
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If you have an account with an annual simple interest rate of 2.1 percent. You have a principle of 450.00 calculate your interest and your principle for two years?

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Why do principle and interest varies over time?

The answer is called amortization. In a typical loan payment, interest is calculated based on the outstanding principle balance. When the periodic payment remains constant the amount of that payment allocated to interest declines as the principle balance is reduced.


How is simple interested calculated differently from coupounded interest?

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