Sasha owns two investments, A and B, that have a combined total value of 52,500 dollars. Investment A is expected to pay 23,900 dollars in 7 year(s) from today and has an expected return of 4.77 percent per year. Investment B is expected to pay X in 4 years from today and has an expected return of 14.86 percent per year. What is X, the cash flow expected from investment B in 4 years from today?
Combined Present Value of Investment A and Investment B = $52,500
Investment A is expected to pay 23,900 dollars in 7 year(s) from today
Interest Rate = 4.77%
Calculating Present Value of Investment A,
Present Value = FV/(1+r)t
Present Value = $17,248.02
Present Value of Investment B = PV of Portfolio - PV of Investment A
PV of Investment B = 52500 - 17248.02
PV of Investment B = $35,251.98
Period = 4 years
Interest Rate = 14.86%
FV = PV*(1+r)t
FV = $61,356.1
So investment B will pay $61,356.1 in Year 4
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