Find mean and standard deviation of uniform distribution

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Find Mean and standard deviation of uniform distribution.

Recall that the following result was obtained in lecture: if a random variable X takes on the each of the values, 0, 1... 9 with probability 1/10 then

E[X] = 9/2 and Var[X] = 33/4.

Consider a four digit uniform random number generator; as in each of the 10,000 values 0.0000 through 9999 is equally likely. Find the mean and variance of the values produced by such a random number generator.

Reference no: EM1318038

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