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Let X be a discrete random variable with uniform distribution on {1,2,..., (2.200x101)}, and let F be its CDF. Compute F((6.0x100)). Note: Your answer is

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Let X be a discrete random variable with uniform distribution on {1,2,..., (2.200x10"1)}, and let F be its CDF. Compute F((6.0x10"0)). Note: Your answer is assumed to be reduced to the highest power possible. Your Answer: Answer Let X be a random variable taking values in {1,2,3,...,100}. Let F be its CDF and let 1' be its PM F. Assume that F(>

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