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The density function of a random variable X is as follows. a. Find the value of k. b. Find CDF of X kx 0x1
The density function of a random variable X is as follows. a. Find the value of k. b. Find CDF of X kx 0x1 f(x) = ={1+ 0 otherwise c. Find the mean and the variance of X. d. Find inverse of the CDF e. Generate one hundred thousand values from the above distribution. f. Find the mean and the variance of the generated data. g. Compare the means and variance in part c with those of part f.
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A To find the value of K we need to use the fact that the density function integrates to 1 over the ...
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Introduction to Operations Research
Authors: Frederick S. Hillier, Gerald J. Lieberman
10th edition
978-0072535105, 72535105, 978-1259162985
