6.8 Table 6.27 shows the data from a fictitious two-factor experiment. a. Test the hypothesis that there

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6.8 Table 6.27 shows the data from a fictitious two-factor experiment.

a. Test the hypothesis that there are no interaction effects.

b. Test the hypothesis that there is no effect due to Factor A

(i) by comparing the models E(Yjkl) = µ +αj +βk and E(Yjkl) = µ +βk;

(ii) by comparing the models E(Yjkl) = µ +αj and E(Yjkl) = µ.

Explain the results.

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An Introduction To Generalized Linear Models

ISBN: 9781138741515

4th Edition

Authors: Annette J. Dobson, Adrian G. Barnett

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Question Posted: Nov 06, 2024 02:00 AM

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6.8 Table 6.27 shows the data from a fictitious two-factor experiment. a. Test the hypothesis that there

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An Introduction To Generalized Linear Models

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