Engineering Economy (17th Edition)
Engineering Economy (17th Edition)
17th Edition
ISBN: 9780134870069
Author: William G. Sullivan, Elin M. Wicks, C. Patrick Koelling
Publisher: PEARSON
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Chapter 13, Problem 12P
To determine

Formulation of capital allocation problem as a linear integer programming model.

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Eaton Medical Services is evaluating 10 independent indivisible projects, all with positive NPV. The company's capital budgeting for the year is limited to a maximum of $5,000,000. (A) Use solver to find the optimum combination of projects the company should accept, under the assumption that A and B are mutually exclusive and one of them has to be selected. (B) Ignore the constraint from previous part, assume that project “I” has to be accepted. Use solver to find optimum combination of projects the company should accept now. Please show all steps to compute in excel using solver to get to the right answers. Thank you in advance, will upvote! Project Cost NPV A 1,061,191 122,737 B 561,758 58,102 C 1,647,849 280,660 D 1,026,020 89,365 E 191,870 17,568 F 1,333,625 76,960 G 3,102,642 123,240 H 275,568 79,367 I 2,044,070 60,506 J 1,017,567 56,690
LEARNING EXERCISE 2 1. Two alternative designs are under consideration for a tapered fastening pin. The fastening pins are sold for $0.70 each. Either design will serve equally well and will involve the same material and manufacturing cost except for the lathe and drill operations. Design A will require 12 hours of lathe time and 5 hours of drill time per 1,000 units. Design B will require 7 hours of lathe time and 8 hours of drill time per 1,000 units. The variable operating cost of the lathe, including labor, is $18.60 per hour. The variable operating cost of the drill, including labor, is $16.90 per hour. Finally, there is a sunk cost of $5,000 for Design A and $9,000 for Design B due to obsolete tooling. a. Which design should be adopted if 125,000 units are sold each year?2w gawen ni yilaunsm b. What is the annual saving over the other design? dipet jeen e1s enoiluloe uoy eue elsM evip elshetem pnimsel ertt of 1ele vem uoY ugjuo ioubivibni ns al airlT
Kipling Equipment Inc. must decide to produce either a face mask or a face shield to X alleviate the spread of a quickly evolving coronavirus. The face mask is disposable and developing it could potentially lead to a profit of $300,000 if competition is high or a profit of $470,000 if competition is low. The face shield, on the other hand, is reusable and has the potential of generating a fixed profit of $430,000 irrespective of high or low competition. The probability of high competition is 52% while that of low competition is 48%. Co Part A Construct a decision tree or a payoff table for the decision problem and use it to answer the following questions. a) What is the expected monetary value of the optimal decision? $ b) Based on expected monetary value, what should the Kipling do? $ Produce face shield c) What is the upper bound on the amount Kipling should pay for additional information? $ Part B
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