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Discrete Mathematics

Discrete Probability Distributions

Discrete Probability Distribution - Uniform Distribution

         

Jill has a set of \(33\) cards labelled with integers from 1 through \(33.\) She faces all the cards down, shuffles the deck repeatedly and then picks the card on the top. What is the probability that the card she picks shows a number larger than \(19?\)

Note: No two cards have the same number.

Which of the following represents the probability density function of a random variable \(X\) that takes on integers following the discrete uniform distribution \(X\sim U\{9,48\}?\)

Harry spins a roulette which consists of integers from 1 through \(14\) (not necessarily in order). What is the variance of the outcome he gets?

Note: The areas that correspond to each number are equal.

Find the variance of a random variable \(X\) which follows the discrete uniform distribution \(X \sim U\{5,18\}?\)

What is the expected value of the outcome when throwing a fair die?

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