John wants to apply for a loan, with a Present Annuity due value of $3,500,568. 78 from a bank that charges 14. 28 % interest per annum, compounded monthly. If he can only be able to pay back $43,367. 21 per annum at the beginning of each year, When will John fully pay all of his debt to the bank?.

Respuesta :

Based on the present value of the loan and the relevant interest rate, the time it would take to pay off the debt is 21 years.

First convert the interest rate to a monthly rate:

= 14.28% / 12

= 1.19%

To find the number of months it would take, use the NPER function in Excel as shown in the attachment.

The Number of periods is therefore 252 months.

In years this is:

= 252 / 12

= 21 years

In conclusion, it would take 21 years to pay off.

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