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True/False
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Multiple Choice
A) 300 + x
B) 500 - x
C) 300 + 200 x
D) 500 - 200 x
E) 300 + 500 x
Generate a set of 40 random numbers in a column in an Excel spreadsheet by using RAND function.Fix the set of random numbers by copying the column to another column and using the "Paste Special" command with the "Values" option selected.
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True/False
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True/False
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True/False
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Multiple Choice
A) This quantity is the optimal order quantity.
B) This quantity might be the optimal order quantity,but we also need to consider the company's attitude toward risk.
C) This is not necessarily the optimal order quantity,because it may have produced the largest profit by luck.
D) We can't infer anything.
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Multiple Choice
A) mean and a standard deviation.
B) mean and a variance.
C) density function.
D) histogram
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True/False
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Multiple Choice
A) A and B represent the 95% confidence interval
B) A and B are the mean and standard deviation,respectively.
C) A and B are the mean and variance,respectively.
D) no value can be less than A or greater than B.
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Multiple Choice
A) symmetric distribution
B) positively skewed distribution
C) negatively skewed distribution
D) All of these options
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Multiple Choice
A) the mean of the probability distribution.
B) a scenario.
C) a best guess.
D) all of these options.
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Multiple Choice
A) A probability distribution is symmetric (around some point) if the distribution to the left of the point is a mirror image of the distribution to the right of the point.
B) We say a distribution is skewed to the right (or positively skewed) if the "longer tail" is the right tail.
C) We say a distribution is skewed to the left (or negatively skewed) if the "longer tail" is the left tail.
D) All of the above
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Multiple Choice
A) risk analysis
B) @RISK investment
C) unbounded risk
D) None of the above
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Multiple Choice
A) because they are more accurate.
B) because they are more simple.
C) when we don't know the mean and variance of the distribution.
D) when we need to generate a histogram
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True/False
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True/False
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Multiple Choice
A) Approximately 10% of the numbers will be between 0.0 and 1.0
B) Approximately 20% of the numbers will be between 0.50 and 0.70
C) Approximately 40% of the numbers will be between 0.20 and 0.60
D) Approximately 60% of the numbers will be between 0.15 and 0.75
E) All of these options are false
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True/False
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True/False
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