Unit 4: Expected Value (19% of the Assessment) Flashcards

(32 cards)

1
Q

Abbreviation for decision-making method with several states of nature and known likelihoods

A

emv

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2
Q

Similar to a decision tree except that it uses a table instead of a graphical representation of the data

A

pay off table

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3
Q

Step 8 of the decision-making model

A

Evaluate the decision

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4
Q

Step 1 of the decision-making model

A

Identify the problem

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5
Q

A possible outcome on a decision tree that would be out of the decision maker’s control

A

State of nature node

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6
Q

A point where one of several alternatives can be selected

A

Decision point

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7
Q

A non-quantifiable value because the future events are not predictable

A

uncertainty

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8
Q

Step 4 of the decision making model

A

generate alternatives

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9
Q

Tool that can be used to visualize important aspects of a problem

A

Decision tree

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10
Q

Step 5 of the decision-making model. Do this to the alternatives.

A

Evaluate

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11
Q

Step 7 of the decision-making model. Do this to the decision.

A

Implement

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12
Q

Step 2 of the decision - making model. Do this to the criteria.

A

Establish

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13
Q

Step 6 of the decision - making model. Do this to the best alternative.

A

Choose

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14
Q

Step 3 of the decision - making model. Do this to the criteria.

A

Weigh

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15
Q

Known possibility measured by its probability of occurrence.

A

Risk

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16
Q

A non-quantifiable value because the future events are not predictable

17
Q

A point where on e of several alternatives can be selected

A

decision point

18
Q

A possible outcome on a decision tree that would be out of the decision maker’s control

A

state of nature node

19
Q

Known possibility measured by its probability of occurrence

20
Q

Method used for decision making when the risks involved in a decision situation have several states of nature and the likelihood, or probability, of each state is known

A

expected monetary value

21
Q

Similar to a decision tree except that it uses a table instead of a graphical representation of the data

22
Q

Step 1 of the decision-making model

A

identify the problem

23
Q

Step 2 of the decision - making model

A

establish decision criteria

24
Q

Step 3 of the decision-making model

A

weigh decision criteria

25
Step 4 of the decision-making model
generate alternatives
26
Step 5 of the decision-making model
evaluate the alternatives
27
Step 6 of the decision-making model
choose the best alternative
28
Step 7 of the decision-making model
implement the decision
29
Step 8 of the decision-making model
evaluate the decision
30
Tool that can be used to visualize important aspects of a problem
decision tree
31
Ts4U is opening a new location for an outlet store. They are deciding between either building a new warehouse on the outskirts of town or remodeling a building inside the city limits. The following decision tree shows the probability for strong and weak sales at each of the two locations under consideration, as well as the expected payoffs at each of them. What is the expected payoff for Building a New Warehouse? Building a New Warehouse Strong Payoff: 70% - $265,425 Weak Payoff: 30% - $20,150 Remodel a Building in the City Strong Payoff: 80% - $225,150 Weak Payoff: 20% - $50,765
``` Answer: $191,842.50 $265,425*70% + $20,150*30% -->265,425*0.70 + 20,150*0.30 --->185,797.50 + 6,045.00 ---->191,842.50 ```
32
Ts4U is opening a new location for an outlet store. They are deciding between either building a new warehouse on the outskirts of town or remodeling a building inside the city limits. The following decision tree shows the probability for strong and weak sales at each of the two locations under consideration, as well as the expected payoffs at each of them. What is the expected payoff for Remodeling a Building in the City? Building a New Warehouse Strong Payoff: 70% - $265,425 Weak Payoff: 30% - $20,150 Remodel a Building in the City Strong Payoff: 80% - $225,150 Weak Payoff: 20% - $50,765
``` Answer: $190,273.00 $225,150*80% + $50,765*20% -->225,150*0.80 + 50,765*0.20 --->180,120.00 + 10,153.00 ---->190,273.00 ```