Given that the moment-generating function for the chi-square random variable is derived by (t) (1– 2t)2. Differentiate this mgf to find the mean and variance of the chi-square istribution.

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2.6
Solve the below problem:
Given that the moment-generating function for the chi-square random variable is derived by
m(t) = (1– 2t) 7. Differentiate this mgf to find the mean and variance of the chi-square
distribution.
Transcribed Image Text:2.6 Solve the below problem: Given that the moment-generating function for the chi-square random variable is derived by m(t) = (1– 2t) 7. Differentiate this mgf to find the mean and variance of the chi-square distribution.
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