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$92,700 $100,600 Initial investment (CF) Year (t) 1 2 $65,500 Cash inflows (CF) $9,400 20,300 30,000 39,400 $11,500 11,500 11,500 11,500 11,500 11,500 3 4

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$92,700 $100,600 Initial investment (CF) Year (t) 1 2 $65,500 Cash inflows (CF) $9,400 20,300 30,000 39,400 $11,500 11,500 11,500 11,500 11,500 11,500 3 4 5 6 $29,500 29,500 29,500 29,500 29,500 a. Calculate the NPV for each machine over its life. Rank the machines in descending order on the basis of NPV. b. Use the annualized net present value (ANPV) approach to evaluate and rank the machines in descending order on the basis of ANPV. c. Compare and contrast your findings in parts (a) and (b). Which machine would you recommend that the firm acquire? a. The net present value for machine A is $ - 44741.62. (Round to the nearest cent.) The net present value for machine B is $ 6392.54 . (Round to the nearest cent.) The net present value for machine C is $ 7071.40. (Round to the nearest cent.) Rank the machines in descending order on the basis of NPV. Rank the projects below. (Select from the drop-down menus.) First: Project C Second: Project B Project A Third: b. The ANPV for machine A is $ . (Round to the nearest cent.) Unequal livesANPV approach Evans Industries wishes to select the best of three possible machines, each of which is expected to satisfy the firm's ongoing need for additional aluminum-extrusion capacity. The three machinesA, B, and C-are equally risky. The firm plans to use a cost of capital of 11.5% to evaluate each of them. The initial investment and annual cash inflows over the life of each machine are shown i the following table. (Click on the icon located on the top-right corner of the data table below in order to copy its contents into a spreadsheet.)

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