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Suppose that no data has been recorded on the time that it takes for a provider...

  1. Suppose that no data has been recorded on the time that it takes for a provider to see a patient in a particular clinic, but it has been estimated that the minimum amount of time is 10 minutes, the maximum amount of time is 50 minutes, and the most likely times is about 25 minutes.
    1. What probability distribution would you use to model the time that it takes this provider to see a patient in this clinic?
    2. What is the probability that the provider will spend more than 30 minutes with a patient?
    3. Assume that you used an Exponential distribution instead of that used in part a, what is the probability that the provider will spend more than 30 minutes with a patient?
Math   Statistics-And-Probability   
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Answer #1

(a) We will be using a continuous uniform distribution to model the time that it takes this provider to see a patient in this clinic. The parameters will be: a (lower limit) = 10 and b (upper limit) = 50.

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