Based on information from the Denver Post, it has been determined that the police response time of 5000 emergency calls have a mean of 8.4 minutes and a standard deviation of 1.7 minutes.
a) If we assume the data follows the normal distribution, for a randomly received emergency call, what is the probability that the response will be above 13.5 minutes?
b) If we assume the data follows normal distribution, approximately how many emergency calls are responded within 5 minutes?
c) If we assume the data follows a left skewed distribution, at least 68% of the emergency calls should have their response time between what range?
d) If we assume the data follows the normal distribution, for a randomly received emergency call, what is the probability that the response time will be between 6.7 to 11.8 minutes?
e) If we assume the data follow a right skewed distribution, for a randomly received emergency call, what is the probability that the response time will be between 5.34 to 11.46 minutes?
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