Let X be a Geometric random variable with parameter p = 1/4. Find E(4X + 1)² and V(3 + 2X). Two fair dice are rolled. Let X be the maximum of the results of two dice. (a) Probability Mass Function (b) E(X) (c) V(X).

A First Course in Probability (10th Edition)
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Chapter1: Combinatorial Analysis
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Let X be a Geometric random variable with parameter p = 1/4. Find E(4X + 1)²
and V(3 + 2X).
Two fair dice are rolled. Let X be the maximum of the results of two dice.
(a) Probability Mass Function
(b) E(X) (c) V(X).
Transcribed Image Text:Let X be a Geometric random variable with parameter p = 1/4. Find E(4X + 1)² and V(3 + 2X). Two fair dice are rolled. Let X be the maximum of the results of two dice. (a) Probability Mass Function (b) E(X) (c) V(X).
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