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- Hypothesis Testing and Confidence Intervals
Consider an idd Sample X1,…,Xn ~ Poiss (lambda) for lambda >0
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Consider an i. i.d. Sample $1 . …._In ~ Poiss [A] For ` _ 0 .`Starting from the Central Limit Theorem , find a confidence interval I =*,*& with asymptotic level 1 – & that is centered about * HEINE*the plug – in method .Write bark ni for {n . If applicable , type abs ( x ) for / { | . Philx) for $ ( I) _ PIE = [) where { ~N 10, 1 1 , and qralphal for an , the 1 – 0`quantile of a standard normal variable . !"I = [_A, B| forB –
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