Operations Management: Processes and Supply Chains (12th Edition) (What's New in Operations Management)
Operations Management: Processes and Supply Chains (12th Edition) (What's New in Operations Management)
12th Edition
ISBN: 9780134741062
Author: Lee J. Krajewski, Manoj K. Malhotra, Larry P. Ritzman
Publisher: PEARSON
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Chapter A, Problem 24P

(a)

Summary Introduction

Interpretation: The company has decided to build a second plant, as full capacity has been achieved by the present manufacturing unit. The second plant may be large or small, located at a nearby area and the demand may be low or high, while 0.3 is the probability for low demand. The small plant will have a present value of $8 million and large plant

  $5 million , for low demands. The small plant payoff with a present value of $10 million and the large plant at $18 million for a high demand scenario. The small plant could be expanded for a present value of $14 million , if the demand works out be high. A decision tree for this problem needs to be drawn.Concept Introduction: The measure of likelihood that an event will happen, in a random experiment is called probability.

(b)

Summary Introduction

Interpretation: The company has decided to build a second plant, as full capacity has been achieved by the present manufacturing unit. The second plant may be large or small, located at a nearby area and the demand may be low or high, while 0.3 is the probability for low demand. The small plant will have a present value of $8 million and large plant $5 million , for low demands. The small plant payoff with a present value of $10 million and the large plant at $18 million for a high demand scenario. The small plant could be expanded for a present value of $14 million , if the demand works out be high. In order to achieve the highest expected payoff, the procedure done by the management needs to be derived.

Concept Introduction: The measure of likelihood that an event will happen, in a random experiment is called probability.

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A manufacturing plant has reached full capacity. The company must build a second plant—either small or large—at a nearby location. The demand is likely to be high or low. The probability of low demand is 0.3. If demand is low, the large plant has a present value of $5 million and the small plant, apresent value of $8 million. If demand is high, the large plant pays off with a present value of $18 million, and the small plant with a present value of only $10 million. However, the small plant can be expanded later if demand proves to be high for a present value of $14 million.a. Draw a decision tree for this problem.b. What should management do to achieve the highest expected payoff?
A manufacturing plant has reached full capacity. The company must build a second plant—eithersmall or large—at a nearby location. The demand is likely to be high or low. The probability of low demand is 0.4. If demand is​ low, the large plant has a present value of $6 million and the small​ plant, $9 million. If demand is​ high, the large plant pays off with a present value of $20 million and the small plant with a present value of only $11 million.​ However, the small plant can be expanded later if demand proves to be​ high, for a present value of $13 million.
The Hard to Beat Bakery is deciding whether to buy or repair an existing oven thatthey have been using for over 8 years. If they elect to repair, it will cost the entity$950,000 and either of two outcomes is likely: 1. A 20% probability it will perform okay and generate revenues of$10,000,000, or 2. An 80% chance that it will be partially restored and generate revenue of$2,000,000. If on the other hand however, they purchase a new oven, they can either buy animported oven for $3,500,000 or they can buy a locally made one for $2,200,000.If the elect to purchase the imported oven, production will earn them revenues of$15,550,000, but if they buy the locally made oven, there is a 70% likelihood thatit perform as expected and generate revenues of $12,000,000; and a 30% chancethat it will not and generate revenues of $6,000,000. Required: 1. Draw a decision tree of this problem and determine the expected value.2. Advise the management of the Bakery on how to proceed.3. Briefly discuss the…
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