Gerritt wants to buy a car that costs $26,750. the interest rate on his loan is 5.33 percent compounded monthly and the loan is for 7 years. what are his monthly payments?

Respuesta :

382.24  are his monthly payments.

Present value of ordinary annuity = Payment * [1 - (1+ interest)- number of payments] / interest

26750 = Payment * [1 - (1+ 5.33%/12)- 7*12] / (5.33%/12)

26750 = Payment * [1 - (1+ 0.004442)- 84] / 0.004442

26750 = Payment * [1 - 1/(1.004442) 84] / 0.004442

26750 = Payment * [1 - 1/1.451071] / 0.004442

26750 = Payment * 0.310854 / 0.004442

26750 = Payment * 69.980639

26750 / 69.980639 = payment

$382.24 = payment

Monthly payments are the amounts paid each month to pay off the loan over the term of the loan. When you take out a loan, you have to repay not only the principal and the amount borrowed, but also accrued interest.

Learn more about Monthly payments at

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