Phone calls arrive at the rate of 15 per hour at the reservation desk for a hotel, according to a poisson distribution. If no calls are currently being processed, and the desk employee leaves the desk for a 10-minute break, what is the probability the phone will ring while he is gone on his break?
if no calls are being processed is just to throw you off as s poisson distribution is a memoryless property you want to find the prob of zero rings and then take that away from one http://www.youtube.com/watch?v=Fk02TW6reiA this video should explain it
i watched that video just now but it did not help at all. Could you write down the solution for me?
so we are dealing with a 10min time frame .... find the expected value 1/6*15=2.5|dw:1334385857866:dw|
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