This is not theory use formulas based in financial
mathematics
5. A five year loan made on January 1, 2020 is amortized with 60 level payments starting February 1, 2020. Interest is at ;(12) = 0.10. You are given some special options for loan repayment by the issuer of your loan, who looks a lot like Al Pacino for some strange reason: A. Pay normally, but something bad will happen if you default. B. Continue these payments, then on October 15, 2023 you will give a 1000 gift to your loan issuer's daughter for her wedding, and all is forgiven due to this generous gesture. C. Pay twice the amount for 2 years, then you'll owe the issuer a favor. You won't know when this favor will be asked, or what the favor will be. Which is the most fiscally intelligent choice?
This is not theory use formulas based in financial mathematics
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