PROBLEM 01
(1 point) At a restaurant, the density function for the time a customer has to wait before being seated is given by f(t)={03e−3tift<0ift≥0.
Find the probability that a customer will have to wait at least 5 minutes for a table.
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PROBLEM 02
(1 point) In 1950 an experiment was done observing the time gaps between successive cars on the Arroyo Seco Freeway. The data show that the density function of these time gaps was given by f(t)=ae−0.124t with t≥0 where t is the time in seconds and a is a constant.
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