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A project has been assigned a discount rate of 12 percent. If the project starts immediately, it will have an initial cost of $480 and cash inflows of $350 a year for three years. If the start is delayed one year, the initial cost will rise to $520 and the cash flows will increase to $385 a year for three years. What is the value of the option to wait?a. $.70b. $1.08c. $1.67d. $2.20e. $.20

Respuesta :

Answer:

The value of the option to wait is $0.70,option A.

Explanation:

In calculating the value of the option to wait,I discounted all cash flows under both alternatives, using the discount rate of 12% as given in the question.

Option to start now gives net present value(positive return ) of $360.64 while the other one gives $361.34,invariably option to wait one year gives $0.70($361.34-$360.64) more than the option to start now.

The formula used in the calculating present value is PV=FV(1+r)^n

Where PV=present value

FV=future value

r=rate of interest

n=number of year

Find attached spreadsheet for detailed calculations.

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