Let X be a discrete random variable with moment generating function gi (3).pdf
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The document presents a mathematical expression for a discrete random variable's moment generating function. It provides the function m x(t) = 1 * 0.71 e^t + 0.29 e^t. The objective is to find the expected value E[8x^2].
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![Let X be a discrete random variable with moment generating function given by: M X ( t ) = 1
0.71 e t 0.29 e t . Find E [ 8 X 2 ] .](https://image.slidesharecdn.com/letxbeadiscreterandomvariablewithmomentgeneratingfunctiongi3-230316071330-4f008de2/85/Let-X-be-a-discrete-random-variable-with-moment-generating-function-gi-3-pdf-1-320.jpg)
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Let X be a discrete random variable with moment generating function gi (3).pdf
- 1. Let X be a discrete random variable with moment generating function given by: M X ( t ) = 1 0.71 e t 0.29 e t . Find E [ 8 X 2 ] .