Given the following information, find the optimal indefinite plan. MARR = 12%. Np* = 2, Nc* = 4 AECD* > AECC•. AECC• = 5030 The Marginal Cost (cost for the n'th year) for the defender for given years are below n=1 n=2 n=3 n=4 n=5 n=6 n=7 n=8 MCD 4930 5000 5260 5500 5900 6440 O Cio, O),(j, 4)∞ (jo, 1),(j, 4)∞ (о. 2).(, 4). (jo, 3),(j, 4)c∞ O Gio, 5),(j, 4)∞ None of the above

Given the following information, find the optimal indefinite plan. MARR = 12%. Np* = 2, Nc* = 4 AECD* > AECC•. AECC• = 5030 The Marginal Cost (cost for the n'th year) for the defender for given years are below n=1 n=2 n=3 n=4 n=5 n=6 n=7 n=8 MCD 4930 5000 5260 5500 5900 6440 O Cio, O),(j, 4)∞ (jo, 1),(j, 4)∞ (о. 2).(, 4). (jo, 3),(j, 4)c∞ O Gio, 5),(j, 4)∞ None of the above

ENGR.ECONOMIC ANALYSIS

14th Edition

ISBN:9780190931919

Author:NEWNAN

Publisher:NEWNAN

Chapter1: Making Economics Decisions

Section: Chapter Questions

Problem 1QTC

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Please answer as quickly as possible A project is currently under review. An initial investment of $87,000 would be necessary for equipment. The profit is expected to be $21,000 each year, over the 6 year project period. The salvage value of the equipment at the end of the project period is projected to be 17,000. Assume a MARR of 9%. Find an ERR for this project (exact value or smallish interval). (Be careful with +/- signs) (if your approach requires a starting point, use 12%)
Consider the following two mutually exclusive projects being considered by an agency. The agency's MARR is 5% per year and the projects have a service life of 5 years. Initial cost Annual revenues Present Worth (PW) Answer the following questions. Project 1 $14,200 $3,832 O A. No B. Yes $2,391 Project 2 $21,700 $5,608 $2,580 a. Based on the PW, the project that is more economical is Project b. Calculate the IRR of each alternative (use the trial-and-error method) % (Round to the nearest one decimal place) The IRR of Project 1 is The IRR of Project 2 is % (Round to the nearest one decimal place) (Enter the project number). c. Perform the incremental IRR analysis to determine the project that is more economical: Incremental IRR =% (Round to the nearest one decimal place); Therefore, based on the incremental IRR, Project is more economical. d. Do the two methods produce the same recomendation for the most economical project?
7 ! Required information Consider the cash flows shown. Year Revenues, $ Costs, $ 0 1 2 19,000 0 25,000 -6,000 -30,000 -7,000 NOTE: This is a multi-part question. Once an answer is submitted, you will be unable to return to this part. The spreadsheet function is MIRR(B1:B5,10%,18%) 3 4,000 -5,500 Determine the external rate of return using the MIRR method if ir = 18% per year and ib= 10% per year. Verify your answer with the spreadsheet function. The external rate of return is 4 28,000 -13,000 % per year.
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Question 1 A design firm is considering multiple independent projects for the upcoming quarter. For a MARR of 6.5% per quarter. What is your recommendation to the company based on a PW analysis? Project Initial Payment Monthly Costs (Today) A $1,500,000 $170,000 B $245,000 $200,000 C $300,000 $150,000 Payments are inflows for the design firm. Costs are outflows for the design firm. Payment at month 12 of $1,000,000 Costs at month 9 of $100,000 None Final Payment (At end of project) $3,000,000 Project Length Other Cash flows 2 years $3,000,000 18 months $4,000,000 30 months
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Annual operating hours remain constant. True or false?
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You are considering an investment project with the financial information provided below. Suppose the company is most concerned about the impact of its price estimate on the project's rate of return. How would you address this concern? The break-even value of unit price is ?
Rerform an EAC analysis and evaluate what decision to make regarding 2 challengers and 1 defender. Elaborate:a) Graphsb) EAC analysisc) Conclude the exercise and make a decision regarding the results Machine N1 (#1 challenger) useful life = 8 years Initial Cost $15,000 MARR 18% Year Operating costs Market value EAC 1 $ 355.00 $ 8,000.00 2 $ 500.00 $ 7,000.00 3 $ 788.00 $ 6,000.00 4 $ 1,000.00 $ 5,000.00 5 $ 1,355.00 $ 4,000.00 6 $ 1,688.00 $ 3,000.00 7 $ 2,012.00 $ 1,000.00 8 $ 2,345.00 $ 0.00