A firm evaluates all of its projects by applying the NPV decision rule. A project under consideration has the following cash flows: Year 0123 Cash Flow -$28,200 12,200 15,200 11,200

If the net present value of a project is zero based on a discount rate of 16%, then the internal rate of return is: Select one: O a. equal to 16% O b. greater than 16% O c. less than 16% O d. cannot be determined from this data

A2. (PaybackandNPV)Threeprojectshavethecashflowsgivenhere.Thecostofcapitalis10%. a. Calculate the paybacks for all three projects. Rank the projects from best to worst based on their paybacks. Calculate the NPVs for all three projects. Rank the projects from best to worst based on their NPVs c. Why are these two sets of rankings different? YEAR              0   1   2   3   4     5Project 1     −10  4   3   2   1     5 Project 2      −10 1   2   3    4    5 Project 3      −10 4   3   2    1   10

A project requires an investment of 4 at times o and 6. It has a single positive cash flow of 12 at time 3. What is the (positive) Internal Rate of Return on this project? A B C D E 0.09 0.11 0.23 0.38 0.50

Net present value Using a cost of capital of 15%, calculate the net present value for the project shown in the following table and indicate whether it is acceptable, The net present value (NPV) of the project is $. (Round to the nearest cent.) Is the project acceptable? (Select the best answer below.) O Yes No Data table (Click on the icon here in order to copy the contents of the data table below a spreadsheet.) Initial investment (CF) Year (0) 1 2 3 4 5 6 7 8 9 10 -1,156,000 Cash inflows (CF) $75,000 $140,000 $192,000 $254,000 $313,000 $378,000 $271,000 $97,000 $49,000 $26,000

Basic NPV methods tell us that the value of a project today is NPV0. Time value of money issues also lead us to believe that if we choose not to do the project that it will be worth NPV1 one period from now, such that NPV0 > NPV1.  Why then do we see some firms choosing to defer taking on a project?

Just need b-1, d-1, and e-1 answered.

Suppose that you could invest in the following projects but have only $29,700 to invest. How would you make your decision and in which projects would you invest? Project Cost A $7,850 B C D 11,060 9,200 6,540 NPV $3,200 6,460 4,150 3,090 You should invest in project(s)

Subject: acounting

QUANTITATIVE. Fill in the following statements based on the below project financial analysis. a. The Net Present Value is b. The Return on Investment is c. The project will break even (make back its costs) in Year d. This project Created by: Praju Manageski Note: Change the inputs, such as discount rate, number of years, costs, and benefits. Be sure to Discount rate Costs Discount factor Discounted costs Benefits Discount factor Discounted benefits profitable because the ROI and NPV are both Financial Analysis for Project GGU Assume the project is completed in Year 0 Discounted benefits -costs Cumulative benefits - costs ROI 5% 10,000 1.00 10,000 0 1.00 0 (10,000) (10,000) 16% 0 0.95 2,000 0.95 1,905 Year 0 0.91 5000 0.91 4,535 1,905 4,535 (8,095) (3,560) 0 0.86 . 6000 0.86 5,183 5,183 1,623 10,000 11,623 1,623 NPV