Are there multiple IRRS for the following cash-flow sequence? How many are possible according to Descartes' rule of signs? If e-9% per year, what is the ERR for the cash flows of this project? Let MARR = 9% per year EOY Cash Flow ($) There is(are). 0 110 2 1 80 50 3 30 -1,790 *** 5 600 6 7 500 420 IRR(S) for the given cash-flow sequence A maximum of IRR value(s) is(are) suggested by the Descartes' rule of signs. The ERR for the cash flows of this project is % (Round to two decimal places) 8 330 9 180 10 150
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- Are there multiple IRRs for the following cash-flow sequence? How many are possible according to Descartes' rule of signs? If = 11% per year, what is the ERR for the cash flows of this project? Let MARR= 11% per year There is(are) EOY 0 Cash Flow (5) 110 1 80 2 3 50 20 4 1.840 IRR(s) for the given cash-flow sequence A maximum of IRR value(s) is(are) suggested by the Descartes nule of signs The ERR for the cash flows of this project is (Round to two decimal places) 6 560 6 520 370 8 340 9 190 10 140A cash flow sequence has a receipt of $20,000 today, followed by a disbursement of $17,000 at the end of this year and again next year, and then a receipt of $13,100 three years from now. The MARR is 6 percent. a. What is the ERR for this set of cash flows? b. What is the approximate ERR for this set of cash flows? c. Would a project with these cash flows be a good investment? a. The ERR is%. (Round to two decimal places as needed.)If ɛ = 10% per year, what is the ERR for the cash flows of this project? Let MARR = 10% per year. EOY 1 2 4 6. 7 8 9. 10 Cash Flow ($) 130 80 60 40 - 1,820 550 490 420 300 180 150 ... .. The ERR for the cash flows of this project is %. (Round to two decimal places.)
- Are there multiple IRRs for the following cash-flow sequence? How many are possible according to Descartes' rule of signs? If ε = 9% per year, what is the ERR for the cash flows of this project? Let MARR = 9% per year. ΕΟΥ 0 1 2 Cash Flow ($) 120 90 50 3 20 4 - 1,810 5 580 6 510 There is (are) multiple IRR(s) for the given cash-flow sequence. A maximum of two IRR value(s) is (are) suggested by the Descartes' rule of signs. The ERR for the cash flows of this project is%. (Round to two decimal places.) 7 410 8 330 9 180 10 110Consider the following cash flow profile, and assume MARR is 11 percent/year. ΕΟΥ NCF $-115 1 $19 $19 3 $19 4 $19 5 $19 $19 a. What does Descartes' rule of signs tell you about the IRR(s) of the project? b. What does Norstrom's criterion tell us about the IRR(s) of this project? c. What is the IRR(s) for this project?Suppose we have a project with the following cash flows: Outgoing: P150,000 at t = 0, P250,000 at t = 1, and P250,000 at t = 2. Income: P1 million at t = 3. Find the IRR of the project. Round off to 1 decimal place. (ex. 10.1%)
- Find the value of the unknown quantity Z in the following diagram, such that the equivalent cash outflow equals the equivalent cash inflows when i= 18% per year, compounded semiannually. YcarsSuppose we have a project with the following cash flows;Outgoing: $150,000 at t=0 and $250,000 at t=1Income: $1,000,000 at t=2Find the IRR of the project.Consider cash flows Year 0: -6900 Y1: 1700 Y2: 2900 Y3: 2900 Y4: 3500 What is the profitability index for this project if the return is 10%
- POD has a project with the following cash flows: Year Cash Flows 0 -$ 281,000 145,500 123 163,000 128,100 The required return is 8.3 percent. What is the profitability index for this project?An investment project has expected cash flows as shown below. The required rate of return for the project is 11.8%. What is the project's net present value (NPV)? Assume that the cash flows after year 0 occur at the end of each year. Year 0 cash flow= -91,000 Year 1 cash flow=21,000 Year 2 cash flow= 40,000 Year 3 cash flow= 43,000 Year 4 cash flow= 55,000 Year 5 cash flow= 19,000Calculate/estimate the IRR(s) for a 6-year project with the following cash flows: CF0 = -50, CF1 =28 = CF2 = CF3 = CF4 = CF5, and CF6 = -93. In Excel, plot the NPV (= Y axis) against r (= discountrate), using r = 0%, 2%, and so on until you find all IRRs in the chart. Identify/estimate all IRRs.