Consider a project similar to the one in question 1, but with the following modifications (use all other information from question 1): the cash flows only last 15 years, you do not current own the plant so you will need to purchase it for $165 million, and you will take straight-line depreciation over the life of the project. Calculate the expected NPV of this project, along with the best- and worst-case scenarios. Show all of your work (written out, not an Excel file). Round to the nearest dollar.

Please show all the formulas and work.

Here is the information from question 1:

1. Consider a project with annual expected income based on approximately $125 million in revenue and approximately $77.5 million in total variable cost. You realize that both of these numbers are projected, and that your projections may be incorrect. Your boss wants you to conduct a sensitivity analysis to determine whether the project is a winner. You are entering an established market, and you know the market size will be 1,000,000 units. You are unsure of your exact market share, the price you will be able to charge, and your variable cost per unit, but have determined a range of possible values for each (in the table below). Your initial investment cost is $165 million, but you already own the plant and equipment, which are fully depreciated. Your fixed costs will be $2 million per year. There are no new NWC requirements, and there will be no salvage value because the project does not have a finite lifetime. The tax rate is 35%. The discount rate is 17%. Use the following table to conduct a full sensitivity analysis for the project. Make sure to include the NPV for the expected outcome in your analysis. Also calculate the best- and worst-case scenarios, but assume that cash flows will increase at 0.5% per year over the life of the project for these two scenarios. What are the results of this analysis?

	Pessimistic	Expected	Optimistic
Market Share	3.9%	5.0%	6.1%
Price/unit	$2410	$2500	$2590
VC/Unit	$1980	$1550	$960