Question: It is widely known that many drivers on interstate highways in the United States do not observe the posted speed limit. Assume that the actual
a. If 40% of all U.S. drivers are observed traveling at 65 mph or more, what is the mean µ?
b. If 25% of all U.S. drivers are observed traveling at 50 mph or less, what is the mean µ?
c. Suppose now that the mean µ and standard deviation µ of this distribution are both unknown.
Furthermore, it is observed that 40% of all U.S. drivers travel at less than 55 mph and 10% of all U.S. drivers travel at more than 70 mph. What must µ and σ be?
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