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A portion of a university homework assignment from a statistics course, focusing on hypothesis testing in analysis of variance (anova). Students are required to complete parts (d), (e), and (f) of problem 1, involving testing different null hypotheses about the means of three groups and the full and reduced models for each. They are also encouraged to use sas for parts (6) and (10, but must describe where they found the answers.
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ST 708, Fall 2008 Homework 4, due 10/7/
Chapter 4, pages 149-
You should complete #1 and #3 by hand. For #6 and #10, you may use SAS, but be sure to clearly describe where in the output you found the answers to each part.
Additional Problem:
c. H (^) 0 :The mean response when X 1 (^) = 0 , X (^) 2 = 1 , and X (^) 3 = 0 is 5 vs. H (^) a : Not H 0.
For each of the following, state the null hypothesis that you would be testing, and what the full and reduced models would be. Also state K ′^ , m , and k.