Probability and complex function: Unit I: Probability and random variables
Exercise 1.9 (Geometric Distribution)
Problems with Answer | Random variables
Probability and complex function: Unit I: Probability and random variables : Exercise 1.9
EXERCISE 1.9
1.
If X and Y are 2 independent random variables each representing the number of
failures preceeding the first success in a sequence of Bernoulli's trials with
p as the probability of success in a single trial, show that P[X = Y] = p/1 + q
where p + q=1
2.
Let one copy of a magazine out of 10 copies bears a special prize following
geometric random distribution. Determine its mean and variance.
Probability and complex function: Unit I: Probability and random variables : Tag: : Problems with Answer | Random variables - Exercise 1.9 (Geometric Distribution)
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Probability and complex function
MA3303 3rd Semester EEE Dept | 2021 Regulation | 3rd Semester EEE Dept 2021 Regulation