Multiple Choice
The time it takes Jessica to bicycle to school is normally distributed, with a mean time of 15 minutes and a variance of 4 minutes. Jessica has to be at school at 8:00
A.m. Suppose it took her 23 minutes to get to school. What can you reasonably infer or conclude?
A) Twenty-three minutes to school is not an unusually long commute time.
B) A commuting time of 23 minutes is highly unusual or atypical.
C) The distribution of commute times must not be normal with mean 15 minutes and standard deviation 2 minutes.
D) Both b and c
Correct Answer:

Verified
Correct Answer:
Verified
Q74: What proportion of the data from a
Q104: University Faculty Survey Narrative<br>A recent survey of
Q104: Using the standard normal curve, the z-score
Q105: Suppose z has a standard normal distribution.
Q106: Eligible Manitoba Voters Narrative<br>Past records indicate 60%
Q107: Loans Narrative<br>Historical data collected at a small
Q108: Transport Canada studies of fuel consumption indicate
Q110: U.S. Presidential Election Narrative<br>Do Americans tend to
Q111: A normal random variable x has mean
Q113: Even though the normal probability distribution deals