Question 21 to 30 refer to the following scenario: Beer consumption of spring breakers during spring break is normally distributed around a mean of μ=10μ=10 σ=3σ=3
The interquartile range of beer consumption is equal to _____ pitchers?
Question 25 options:
4.05 |
|
5.12 |
|
3.95 |
|
6.98 |
Question 26 (1 point)
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At how many pitchers of excessive beer consumption would a spring breaker be considered an outlier?
Question 26 options:
14.7 |
|
16.9 |
|
18.1 |
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This cannot be answered, it depends on the school. |
Question 27 (1 point)
Excessive beer drinkers, who are outliers, typically end up in the emergency room. If Panama City expects 10,000 spring breakers, for how many patients would Panama City’s emergency rooms have to prepare?
Question 27 options:
30 |
|
35 |
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20 |
|
25 |
Question 28 (1 point)
Panama City’s local bar scene can expect to sell how many pitchers of beer to the 10,000 spring breakers?
Question 28 options:
10,000,000 |
|
100,000 |
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1,000,000 |
|
10,000 |
Question 29 (1 point)
What percentage of all spring breakers will drink between 7 and 13 pitchers during spring break?
Question 29 options:
99.7% |
|
95% |
|
57% |
|
68% |
Question 30 (1 point)
What percentage of all spring breakers will drink between 4 and 13 pitchers during spring break?
Question 30 options:
95% |
|
72.5% |
|
81.5% |
|
85.5% |
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