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- Consider the following cash flows: Year 0 1 2 Cash Flow -$ 32,500 13,800 17,900 11, 200 What is the IRR of the cash flows? Note: Do not round intermediate calculations and enter your answer as a percent rounded to 2 decimal places, e.g., 32.16. Internal rate of return %Assume a $260,000 investment and the following cash flows for two products: Year Product X Product Y 1 23 $ 90,000 80,000 81,000 40,000 $ 80,000 70,000 50,000 80,000 a. Calculate the payback for products X and Y. Note: Do not round intermediate calculations. Round your answers to 2 decimal places. Product X Product Y years years2. Compute the IRR for the investment represented by the following cash flow table: Year 1 4 6. 7. Cash Flow -1200 +350 +300 +250 +200 +150 +100 +50 (in $1000's)
- Consider the following cash flows: Year Cash Flow 0123 $19,400 10,400 9,320 6,900 What is the IRR of the above set of cash flows? (Do not round Intermediate calculations and enter your answer as a percent rounded to 2 decimal places, e.g., 32.16.) Internal rate of return 96Year Cash Flow 0 -$ 17,400 1 9,700 8,600 5,100 2 3 a. What is the profitability index for the set of cash flows if the relevant discount rate is 11 percent? (Do not round intermediate calculations and round your answer to 3 decimal places, e.g., 32.161.) b. What is the profitability index for the set of cash flows if the relevant discount rate is 16 percent? (Do not round intermediate calculations and round your answer to 3 decimal places, e.g., 32.161.) c. What is the profitability index for the set of cash flows if the relevant discount rate is 23 percent? (Do not round intermediate calculations and round your answer to 3 decimal places, e.g., 32.161.) a. Profitability index b. Profitability index c. Profitability indexExponential equation for a future value a of an account earning interest compounded annually at a given year, y inital amount is $ 800 earns $ 48 its first year complete the missing portions A = _____________ ( 1 + ) y
- D Open recovered wor x✓ fx 0 A B C D E F OMEGA PROJECT CASH FLOW INFORMATION Year Inflow Outflow = Newflow 0 1 2 3 G -$225,000 -$190,000 $150,000 $190,000 $215,000 $175,000 $197,000 $70,000 $582,000 $225,000 0 $190,000 $150,000 0 $220,000 $30,000 4 $215,000 0 5 $205,000 $30,000 6 $197,000 0 7 $100,000 $30,000 Total $1,087,000 $505,000 Required ROI 18% Project Omega NPV (Year 0) Project Omega Total NPV Which of the two projects would you fund and why? ▶ 3T Company Data + Ready have on project selection? (Reference Section 2.4, pg 38-39) 19 MAY 910 30 H NPV I K L M N O ALPHA PROJECT CASH FLOW INFORMATION Year Inflow Outflow = 0 1 $50,000 2 $150,000 3 $250,000 4 $250,000 5 $200,000 6 $180,000 7 $120,000 Total $ 1,200,000 Required ROI Project Alpha NPV (Year 1). Project Alpha NPV 1 tv $300,000 $100,000 0 $50,000 0 $50,000 0 $30,000 $530,000 18% d P Newflow -$300,005 -$50,000 $150,000 $200,000 $250,000 $150,000 $180,000 $90,000 $670,000 A Q NPVYear Net Cash Flow Discount Factor Present Value (using the factor) Present Value (using Excel formula) 0 $ (3,500,000.00) 1 $(3,500,000.00) ($3,500,000.00) 1 $900,000.00 0.90909 $818, 181.00 $818, 181.82 2 $ 900,000.00 0.82645 $743,805.00 $743, 801.65 3 $900,000.00 0.75131 $676, 179.00 $676, 183.32 4 $ 900,000.00 0.68301 $614,709.00 $614,712.11 5 $900,000.00 0.62092 $558, 828.00 $558,829.19 Net Present Value $(88,298.00) $(88,291.91) 3. Now assume that inflation is estimated as a 5% increase each year (starting with Year 1) for the entire 5 years. Calculate the new net cash flow values for each year. Hint: You should start with 5% increase for Year 1 net cash flow.($ thousands) Present value at 19% Net cash flow Net present value 0 1 4 -13,700 -1,594 -13,700 -1,339 3,541 (sum of PVs). Period 2 3 6 3,057 6,433 10,644 10,095 5,867 2,159 3,817 5,308 4,230 2,066 5 7 3,379 1,000 Restate the above net cash flows in real terms. Discount the restated cash flows at a real discount rate. Assume a 19% nominal rate and 11% expected inflation. NPV should be unchanged at +3,541, or $3,541,000. Note: Negative answers should be indicated by a minus sign. Do not round intermediate calculations. Enter your answers in thousands rounded to the nearest whole number. Year 0 Year 1 Year 2 Year 3 Year 4 Year 5 Year 6 Year 7 Real Net Cash Flows NPV
- Complete for Cash: 2011 $12,000 2012 $16,000 Increase Amount ___A___ %(to nearest hundredth%) ___B___What is the IRR of the following set of cash flows? (Do not round intermediate calculations and enter your answer as a percent rounded to 2 decimal places, e.g., 32.16.) Year 0 1 2 23 IRR Cash Flow -$ 16,600 7,300 8,600 7,100 %Year Net Cash Flow Discount Factor Present Value (using the factor) Present Value (using Excel formula) 0 $ (3,500,000.00) 1 $ (3,500,000.00) ($3,500,000.00) 1 $ 900,000.00 0.90909 $ 818,181.00 $818,181.82 2 $ 900,000.00 0.82645 $ 743,805.00 $743,801.65 3 $ 900,000.00 0.75131 $ 676,179.00 $676,183.32 4 $ 900,000.00 0.68301 $ 614,709.00 $614,712.11 5 $ 900,000.00 0.62092 $ 558,828.00 $558,829.19 Net Present Value $ (88,298.00) $ (88,291.91) 3. Now assume that inflation is estimated as a 5% increase each year (starting with Year 1) for the entire 5 years. Calculate the new net cash flow values for each year. start with 5% increase for Year 1 net cash flow. Year Net Cash Flow 0 $…