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Por Jou pie M ICELIUI SCVCIl years. Which option is better? Interest effective and Interest compounded 5. Suppose your saving

ut, pelivery The Concept of Equivalence 7. Suppose that, to purchase a car, you are obtaining a personal loan from youruncle

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Answer #1

Solution-5) i = 9% / 4 = 0.0225

n = 4 times

FV = 9,000 (P/F, 2.25%,4) = 9,000 * 0.9148 = 27,327.08

Solution-6) Monthly interest rate: APR / 12 months = 12.5% / 12 = 1.0417%

Annual effective interest rate: (1 + 1.0417)^12 = 13.24%

 

Solution-7) 30,000 ( F/P, 9% ,3)

= 30,000 * 1.2950

= 38,850.87

As per policy we have to answer first question; I have answered more than it

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