EBK CONTEMPORARY ENGINEERING ECONOMICS
EBK CONTEMPORARY ENGINEERING ECONOMICS
6th Edition
ISBN: 9780134123950
Author: Park
Publisher: PEARSON CUSTOM PUB.(CONSIGNMENT)
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Chapter 5, Problem 12P
To determine

Calculate the maximum price for machine.

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A UK manufacturer of particle board furniture is considering investing in a new stamping machine. The machine is expected to have a useful life of five years, after which the machine can be sold as scrap for an estimated £5000. The firm plans to issue bonds to pay for the machine and intends to treat the interest rate on the bonds as the relevant discount rate for evaluating the project. The machine will cost the firm £175,000, all of which must be paid at the beginning of the project. The new stamping machine will reduce costs £50,000 per year, for each year of the machineʹs life. The firm treats all the cost savings as if they occur at year end. Should the firm plan to undertake the investment project, bonds will be issued in approximately three months. The firm has estimated the supply and demand for loanable funds given by these equations:LD = 25,000,000 - 125,000,000r LS = 2,500,000 + 62,500,000r(1) Given the information above, should the firm undertake the investment in the…
A small manufacturing firm is considering the purchase of a new machine to modernize one of its current production lines. Two types of machines are available on the market. The lives of Machine A and Machine B are four years and six years, respectively, but the firm does not expect to need the service of either machine for more than five years. The machines have the following expected receipts and disbursements: After four years of use, the salvage value for Machine B will be $1,000. The firm always has another option: to lease a machine at $3,000 per year, fully maintained by the leasing company. The lease payment will be made at the beginning of each year.(a) How many decision alternatives are there?(b) Which decision appears to be the best at i = 10%?
CT Corp. is considering two mutually exclusive projects.  Both require an initial investment of P120,000 at t = 0.  Project X has an expected life of 2 years with after-tax cash inflows of P67,000 and P75,000 at the end of Years 1 and 2, respectively.  In addition, Project X can be repeated at the end of Year 2 with no changes in its cash flows.  Project Y has an expected life of 4 years with after-tax cash inflows of P38,500 at the end of each of the next 4 years.  Each project has a WACC of 8%.   Listed below are the requirements for this data set: Using the replacement chain approach, how much is the NPV of Project X? (Round the final answer to the nearest peso. Use the "NPV formula" in excel for exact computation. Otherwise, answer based on rounded pv factors will also be accepted.) Which of the two projects will be more profitable considering the replacement chain approach on the NPV of Project X? Using the equivalent annuity approach, what is the equivalent annuity of Project Y?…
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