Asked by Brooks
Suppose you agree to meet a friend(who is generally late) at a specified time. Assume that you arrive on time and let the random variable T be the length off time you must wait for your friend. If the density function for T is assume to be
f(t)=1/t^2, t>=1(minute)
Find the time you should expect to wait.
f(t)=1/t^2, t>=1(minute)
Find the time you should expect to wait.
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