Differentiating with respect to λ the expressions on both sides of the equation
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derive the following recursion formula for the moments about the mean of the Poisson distribution:
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for r = 1, 2, 3, .... Also, use this recursion formula and the fact that μ0 = 1 and μ1 = 0 to find μ2,μ3, and μ4, and verify the formula given for α3 in Exercise 35.
Exercise 35
This question has been intentionally omitted for this edition.