Bauer Industries is an automobile manufacturer. Management is currently evaluating a proposal to build a plant that will manufacture lightweight trucks. Bauer plans to use a cost of capital of 12.4% to evaluate this project. Based on extensive research, it has prepared the incremental free cash flow projections shown below (in millions of dollars): Year Revenues Manufacturing Expenses (other than depreciation) Marketing Expenses Depreciation EBIT Taxes at 35% Unlevered Net Income Depreciation Additions to Net Working Capital Capital Expenditures Continuation Value Free Cash Flow 0 1-9 10 103.3 103.3 - 35.3 - 35.3 - 9.7 - 9.7 - 15.4 - 15.4 42.9 - 15.0 42.9 - 15.0 27.9 27.9 + 15.4 - 5.9 + 15.4 - 5.9 - 153.5 - 153.5 37.4 + 12.6 50.0 a. For this base-case scenario, what is the NPV of the plant to manufacture lightweight trucks? b. Based on input from the marketing department, Bauer is uncertain about its revenue forecast. In particular, management would like to examine the sensitivity of the NPV to the revenue assumptions. What is the NPV of this project if revenues are 10% higher than forecast? What is the NPV if revenues are 10% lower than forecast? c. Rather than assuming that cash flows for this project are constant, management would like to explore the sensitivity of its analysis to possible growth in revenues and operating expenses. Specifically, management would like to assume that revenues, manufacturing expenses, and marketing expenses are as given in the table for year 1 and grow by 2% per d. To examine the sensitivity of this project to the discount rate, management would like to compute the NPV for different discount rates. Create a graph, with the discount rate on the x-axis and the NPV on the y-axis, for discount rates ranging from 5% to 30%. For what ranges of discount rates does the project have a positive NPV?