a friend asks to borrow $51 from you and in return will pay you $54
in one year. If your bank is offering a 6.4% interest rate on deposits and loans:
a. How much would you have in one year if you deposited the $51 instead?
b. How much money could you borrow today if you pay the bank $54 in one year?
c. Should you loan the money to your friend or deposit it in the bank?
a) | |||||
FV= PV*(1+r)^n | |||||
Where, | |||||
FV= Future Value | |||||
PV = Present Value | |||||
r = Interest rate | |||||
n= periods in number | |||||
= $51*( 1+0.064)^1 | |||||
=51*1.064 | |||||
= $54.26 | |||||
b) | PV= FV/(1+r)^n | ||||
Where, | |||||
FV= Future Value | |||||
PV = Present Value | |||||
r = Interest rate | |||||
n= periods in number | |||||
= $54/( 1+0.064)^1 | |||||
=54/1.064 | |||||
= $50.75 | |||||
c) | Should NOT, bacuase of less return from friend . | ||||
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