Given the following profit payoff table, which decision would you choose based on a cautiousdecision approach?S1d₁50520S2$320-10d₂80d3100d430055330-20-4025-160d1d2Od₁ and d3○ d3d4

The cautious decision approach, as the name suggests, involves careful consideration and evaluation…

Answered: Given the following profit payoff…

Practical Management Science

6th Edition

ISBN:9781337406659

Author:WINSTON, Wayne L.

Publisher:WINSTON, Wayne L.

Chapter2: Introduction To Spreadsheet Modeling

Section: Chapter Questions

Problem 20P: Julie James is opening a lemonade stand. She believes the fixed cost per week of running the stand...

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In Benefit/cost ratio analysis, if the salvage value is used to recover the first cost, it is being considered as: Select one: a. negative cost b. cost c. benefit d. disbenefit =================== Ali takes out a loan at 10 percent compounded annually for 7 years. At the end of this period, he pays off the loan at a value of $23,384.61. What amount did he borrow? Select one: a. $12,000.00 b. $15,000.00 c. $14,000.00 d. $13,000.00 ============= While considering the engineering economy concepts, the most important tense almost all exercises deal with is the annual worth. Select one: True False Ans all
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ABC company wants to open one, two, or three shops. The average Profit varies with the demand in three categories low, medium and high. Determine which one is better using Maximax, Maximin, Laplace, Minimax regret. Demand Number of Shops 1 2 3 Low 150 175 200 Medium 100 200 200 High 0 170 400 I don't want the solution with excel
Lakewood Fashions must decide how many lots of assorted ski wear to order for its three stores. Information on pricing, sales, and inventory costs has led to the following payoff table, in thousands. Order size 1 lot 2 lots 3 lots (a) Show a regret table. Order size 1 lot 2 lots 3 lots 13 9 6 Low 13 9 6 Low Demand Medium 16 24 32 16 24 32 High 16 32 61 Demand Medium (b) What decision should be made by the optimist? O 1 lot O2 lots 3 lots 16 32 61 High Maximum Regret 2:06 PM
What would be the best way to estimate whether a piece of land could be used to manage an existing (at a profit) in the relatively short- and long-run? Explain what information you would need to make the decision what would be a “Second best” alternative to the criteria you picked first?
II. + James Scott is considering the possibility of opening a small outfit shop on Sta. Maria District, a few blocks from St. Green Ville College. She has located on a mall that attracts students. To open a small shop, medium sized shop, or no shop at all are her options. The market can be good, average, or bad. The probabilities for these three possibilities are 30% for good market, 50% for an average market, and 20% for bad market. The profit or loss for the said market conditions are given in the table below; ALTERNATIVE Small Shop Medium Sized Shop No Shop GOOD 150,000 200,000 0 AVERAGE 50,000 70,000 0 a) Calculate the Expected Value of Perfect Information (EVPI) b) What do you recommend? BAD -80,000 -120,000 0
This is the same payoff table used in questions 2 and 3. Below is a payoff table that lists four mortgage options: Decision 1-year ARM 3-year ARM 5-year Arm 30-year fixed Rates Rise $66,645 $62,857 $55,895 $52,276 Outcomes Rates Stable $43,650 $47,698 $50,894 $52,276 4) Which of the following decisions has the best average payoff? CA. 3-year ARM B. 1-year ARM CC. 5-year ARM CD. 30-year Fixed Rates Fall $38,560 $42,726 $48,134 $52,276
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Q2. Suppose you are a Toy manufacturer and you marketing your products during the whole year. You have hired more engineers now that will work on gadgets that will come with toys but this will increase the cost of the toys and now toys will be more expensive than before. You are required to explain briefly in which cell as per Environmental Uncertainty Matrix you company will fit. State your reasons why?
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Given the following profit payoff table, which decision would you choose based on a cautious decision approach? S1 $2 $3 d₁ 50 20 -10 d2 80 30 -20 d3 100 30 -40 d4 300 25 25 -160 O d₁ d2 Od₁ and d3 Od3 d4