Exam 15: Making Decisions With Uncertainty
Exam 1: The One Lessor of Business54 Questions
Exam 2: Benefits, Costs, and Decisions67 Questions
Exam 3: Extent How Much Decisions76 Questions
Exam 4: Investment Decisions: Look Ahead and Reason Back85 Questions
Exam 5: Simple Pricing87 Questions
Exam 6: Economies of Scale and Scope63 Questions
Exam 7: Understanding Markets and Industry Changes82 Questions
Exam 8: Market Structure and Long Run Equilibrium73 Questions
Exam 9: Strategy: the Quest to Keep Profit From Eroding71 Questions
Exam 10: Foreign Exchange, Trade, and Bubbles83 Questions
Exam 11: More Realistic and Complex Pricing72 Questions
Exam 12: Direct Price Discrimination84 Questions
Exam 13: Strategic Games91 Questions
Exam 14: Bargaining82 Questions
Exam 15: Making Decisions With Uncertainty87 Questions
Exam 16: Auctions100 Questions
Exam 17: The Problem of Adverse Selection85 Questions
Exam 18: The Problem of Moral Hazard85 Questions
Exam 19: Getting Employees to Work in the Firms Best Interest108 Questions
Exam 20: Getting Divisions to Work in the Firms Best Interest115 Questions
Exam 21: Managing Vertical Relationships84 Questions
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Four possibilities have probabilities 0.4,0.2,0.2 and 0.2 and values $40,$30,$20,and $10 respectively.The expected value is:
Free
(Multiple Choice)
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Correct Answer:
D
Three possibilities are equally likely and have payoffs of $3,$6,and $9.The expected value is:
Free
(Multiple Choice)
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Correct Answer:
C
You want to run a difference-in-difference experiment with a price increase for the bacon cheeseburger item on your menu.If you are worried about the "representativeness" with your control group,a poor comparison menu item would be
Free
(Multiple Choice)
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Correct Answer:
A
You increase the advertising intensity for your product in market A but not in market B.Sales in A rise from 1140 to 1180 units per week while sales in B fall from 1270 to 1230.The Difference-in-difference estimate of the effect of the increased advertising is:
(Multiple Choice)
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You decrease your product price by $10 in market A but leave it unchanged in market B.Sales in A rise from 840 units per week to 940 while sales in B also rise from 770 to 790.The difference-in-difference estimate of the effect of the price change is:
(Multiple Choice)
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Which types of poor decisions are more visible to a decision maker's supervisor?
(Multiple Choice)
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At a fair carnival roulette wheel,a player can either win $10,$30,or $80.Assuming that the wheel is fair,what is the expected value of the play?
(Multiple Choice)
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You can either invest in project A or B.Project A could have a value of $150 with a probability of 0.1 or a value of $75 with probability 0.9.Project B could have a value of $110 with probability 0.2 or a value of $65 with a probability of 0.8.Which project should you invest in?
(Multiple Choice)
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At a fair carnival roulette wheel,a player can either win $10,$30,or $80.If it costs $40 to play,would an individual gain or lose from playing the game
(Multiple Choice)
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Use the following information for question
Transcendent Technologies is deciding between developing a complicated thought-activated software,or a simple voice-activated software.Since the thought-activated software is complicated,it only has a 30% chance of actually going through to a successful launch,but would generate revenues of $50million if launched.The voice-activated software is simple and hence has a 80% chance of being launched but only generates a revenue of $10million.The complicated technology costs 10million,whereas the simple technology costs 2million.
-If the firm learns that the complicated technology can be made more stable with a few tweaks increasing the price to 15.5 million and increasing the probability of a launch to 50%.Given the new costs and probabilities of launch for the complicated software,which technology would the firm rather invest in now?
(Multiple Choice)
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At a carnival roulette wheel,a player can either win $10,$30,or $80.If it costs $35 to play,we would expect to see
(Multiple Choice)
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You can invest $100,000 into either project A or B.You estimate that A would succeed with a probability of 0.6 in which case it doubles in value.If it fails,its scrap value is $50,000.Project B would succeed with probability 0.7,in which case it would have a value of $150,000.If it fails,project B's scrap value is $30,000.Which project should you invest in
(Multiple Choice)
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The VP in charge of product launches hypothesizes that a particular product would not be profitable,then killing a potentially profitable product is a
(Multiple Choice)
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Three possibilities have probabilities 0.4,0.4 and 0.2 and values $10,$20,and $30 respectively.The expected value is:
(Multiple Choice)
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You experiment by offering free warranties for your product in market A but not in market B.Sales in A rise from 240 to 360 units per week while sales in B rise from 410 to 430.The Difference-in-difference estimate of the effect of the free warranty is:
(Multiple Choice)
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Transcendent Alternatives
Transcendent Technologies is deciding between developing complicated,thought-activated software,or simple,voice-activated software.The voice-activated software would cost $50 million to develop and has a 60% chance of being successfully launched and generating revenue of $100 million.The thought-activated software would be a bonanza if successful,generating $1 billion in revenue.But it is so complicated,it is projected to cost would be $400 million.How likely would success have to be for Transcendent Technologies to opt for the thought-activated software?
(Essay)
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A movie producer has to decide to fund a new movie project.For this project,a success would earn $20 million and a failure would cost $60 million in lost profits. At what probability of expected success should he fund the movie?
(Multiple Choice)
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At a fair carnival roulette wheel,a player can either win $10,$30,or $80.Assuming a rational player,how much should the game owner charge the player,to maximize his own profit?
(Multiple Choice)
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Three possibilities have probabilities 0.5,0.3 and 0.2 and values $10,$20,and $30 respectively.The expected value is:
(Multiple Choice)
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