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The NPV and payback period Suppose you are evaluating a project with the cash inflows shown in the following table
The NPV and payback period Suppose you are evaluating a project with the cash inflows shown in the following table. Your boss has asked you to calculate the project's net present value (NPV). You don't know the project's initial cost, but you do know the project's regular, or conventional, payback period is 2.50 years. The project's annual cash flows are: Year Cash Flow Year 1 $325,000 Year 2 550,000 Year 3 600,000 Year 4 500,000 If the project's desired rate of return is 8.00%, the project's NPV-rounded to the nearest whole dollar-is Which of the following statements indicate a disadvantage of using the discounted payback period for capital budgeting decisions? Check all that apply. The discounted payback period is calculated using net income instead of cash flows. The discounted payback period does not take into effect the time value of money effects of a project's cash flows. The payback period does not take into account the cash flows produced over a project's entire life.
$353,021 bit de $375,085 $397,148 Coj $441,276
Expert Solution
Payback period=Last period with a negative cumulative cash flow+(Absolute value of cumulative cash flows at that period/Cash flow after that period).
Hence initial cost=325,000+550,000+(0.5*600,000)
=$1175000
Present value of inflows=cash inflow*Present value of discounting factor(rate%,time period)
=325,000/1.08+550,000/1.08^2+600,000/1.08^3+500,000/1.08^4
=1616276.55
NPV=Present value of inflows-Present value of outflows
=1616276.55-1175000
=$441276(Approx)
The discounted payback method considers cash flows only till the time period the initial investment is recovered and not cash flows occurring after that period
Hence the correct option is:
The discounted payback period does not take into account the cash flows produced over a project's entire life
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