Question

find the moment generating function of binomial distribution find its mean and variance​

Answer 1

Answer:

order to find the mean and variance, you'll need to know both M'(0) and M''(0). Begin by calculating your derivatives, and then evaluate each of them at t = 0. You will see that the first derivative of the moment generating function is: M'(t) = n(pet)[(1 – p) + pet]n - 1.

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Answer 2

Answer:

In order to find the mean and variance, you'll need to know both M'(0) and M''(0). Begin by calculating your derivatives, and then evaluate each of them at t = 0. You will see that the first derivative of the moment generating function is: M'(t) = n(pet)[(1 – p) + pet]n - 1.

Step-by-step explanation:

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