Let Y1, Y2, .. , Y30 denote a random sample from the Poisson(A) distribution, f (y|A) = y! y = 0, 1, 2, ... (You will need the Poisson probability table to answer the following questions.) (a) Find...

Let Y1, Y2, .. , Y30 denote a random sample from the Poisson(A)<br>distribution,<br>f (y|A) =<br>y!<br>y = 0, 1, 2, ...<br>(You will need the Poisson probability table to answer the following questions.)<br>(a) Find the rejection region of the most powerful test of Ho : A<br>Ha :A= .05, at a =<br>= .03 against<br>0.063.<br>

Extracted text: Let Y1, Y2, .. , Y30 denote a random sample from the Poisson(A) distribution, f (y|A) = y! y = 0, 1, 2, ... (You will need the Poisson probability table to answer the following questions.) (a) Find the rejection region of the most powerful test of Ho : A Ha :A= .05, at a = = .03 against 0.063.
30<br>(b) If you observe E Y: = 4, what is the p-value?<br>

30<br>(b) If you observe E Y: = 4, what is the p-value?<br>

Extracted text: 30 (b) If you observe E Y: = 4, what is the p-value?

Jun 01, 2022

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Let Y1, Y2, .. , Y30 denote a random sample from the Poisson(A) distribution, f (y|A) = y! y = 0, 1, 2, ... (You will need the Poisson probability table to answer the following questions.) (a) Find...

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