MHB How Much Does It Cost to Repay a $8000 Car Loan with 10% Interest in 3 Years?

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To repay an $8,000 car loan at a 10% annual interest rate over three years with continuous compounding, a constant annual payment rate must be calculated. The total interest paid during this period will be the difference between the total amount paid and the original loan amount. One participant referenced a previous discussion for assistance in solving the problem. The conversation highlights the collaborative effort to understand the calculations involved. Overall, the focus is on determining the necessary payment rate and total interest for the loan repayment.
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If a mod would like to change the title to something more fitting feel free.

A certain college graduate borrows 8,000 dollars to buy a car. The lender charges interest at an annual rate of 10%. Assuming that interest is compounded continuously and that the borrower makes payments continuously at a constant annual rate $k$, determine the payment rate $k$ that is required to pay off the loan in 3 years. Also determine how much interest is paid during the 3-year period.
 
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Re: Not sure what to title.

Interestingly, I answered the first part of this question here, in a topic I brought here from Yahoo! Answers:

http://mathhelpboards.com/questions-other-sites-52/justcurious-question-yahoo-answers-regarding-mathematical-model-5470.html

Finding the amount of interest paid is just then the difference between the amount paid and the loan amount.
 
Re: Not sure what to title.

Well, hey, would you look at that :p
I am going to look over your work, and try and make sense of it for me. Then I will attempt the second part of the problem. If I get nowhere, I shall come running to my buddies for help! :D
 
Thanks very much for the help, I really appreciate it!
 

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