martijnv99
New member
- Joined
- Nov 27, 2018
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Let X1, . . . , X15 be the (dry) times between a sequence of rain showers. Suppose that these random variables can all be modelled independently by an exponential distribution with a mean of 2 hours. In terms of order statistics, describe:
(a) The median time between the 15 rain showers. (No computation needed.)
(b) The probability that at most one of these dry intervals lasted less than 10minutes. Also compute this probability.
I have to make this for tomorrow. But I don't get it....
(a) The median time between the 15 rain showers. (No computation needed.)
(b) The probability that at most one of these dry intervals lasted less than 10minutes. Also compute this probability.
I have to make this for tomorrow. But I don't get it....