Question: For the one-way layout for Poisson counts (Section 7.1.5), using the identity link function, show how to obtain a large-samples confidence interval for ????h

For the one-way layout for Poisson counts (Section 7.1.5), using the identity link function, show how to obtain a large-samples confidence interval for

????h − ????i. If there is overdispersion, explain why it is better to use a formula

(ȳh − ȳi) ± z????∕2

√

(s2 h∕nh) + (s2 i ∕ni) based only on the central limit theorem.

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