# Question

Obtaining uniform random numbers as instructed at the beginning of the Problems section, generate three random observations from each of the following probability distributions.

(a) The random variable X has P{X = 0} = 1/2. Given X ≠ 0, it has a uniform distribution between –5 and 15.

(b) The distribution whose probability density function is

(c) The geometric distribution with parameter p = 1/3, so that

(a) The random variable X has P{X = 0} = 1/2. Given X ≠ 0, it has a uniform distribution between –5 and 15.

(b) The distribution whose probability density function is

(c) The geometric distribution with parameter p = 1/3, so that

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