The sum of squares from two way ANOVA table can be combined to obtain the one-way ANOVA sum of squares for the four groups (SSG). To find: The value of SSG.

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Answer 1

Question

Chapter 30.6, Problem 30.15AYK

a.

To determine

To explain: The sum of squares from two way ANOVA table can be combined to obtain the one-way ANOVA sum of squares for the four groups (SSG).

To find: The value of SSG.

b.

To determine

To state: The degree of freedom, mean square and F statistics for testing for the effect of groups.

c.

To determine

To construct: The P value of the given data.

To check: Whether there is significant effect of group on the amount of time in play.

d.

To determine

To construct: One way ANOVA of time on group and verify each case.

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Answer 2

Question

Chapter 30.6, Problem 30.15AYK

a.

To determine

To explain: The sum of squares from two way ANOVA table can be combined to obtain the one-way ANOVA sum of squares for the four groups (SSG).

To find: The value of SSG.

b.

To determine

To state: The degree of freedom, mean square and F statistics for testing for the effect of groups.

c.

To determine

To construct: The P value of the given data.

To check: Whether there is significant effect of group on the amount of time in play.

d.

To determine

To construct: One way ANOVA of time on group and verify each case.

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Answer 3

Question

Chapter 30.6, Problem 30.15AYK

a.

To determine

To explain: The sum of squares from two way ANOVA table can be combined to obtain the one-way ANOVA sum of squares for the four groups (SSG).

To find: The value of SSG.

b.

To determine

To state: The degree of freedom, mean square and F statistics for testing for the effect of groups.

c.

To determine

To construct: The P value of the given data.

To check: Whether there is significant effect of group on the amount of time in play.

d.

To determine

To construct: One way ANOVA of time on group and verify each case.

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Answer 4

Question

Chapter 30.6, Problem 30.15AYK

a.

To determine

To explain: The sum of squares from two way ANOVA table can be combined to obtain the one-way ANOVA sum of squares for the four groups (SSG).

To find: The value of SSG.

b.

To determine

To state: The degree of freedom, mean square and F statistics for testing for the effect of groups.

c.

To determine

To construct: The P value of the given data.

To check: Whether there is significant effect of group on the amount of time in play.

d.

To determine

To construct: One way ANOVA of time on group and verify each case.

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Answer 5

Chapter 30.6, Problem 30.15AYK

a.

To determine

To explain: The sum of squares from two way ANOVA table can be combined to obtain the one-way ANOVA sum of squares for the four groups (SSG).

To find: The value of SSG.

b.

To determine

To state: The degree of freedom, mean square and F statistics for testing for the effect of groups.

c.

To determine

To construct: The P value of the given data.

To check: Whether there is significant effect of group on the amount of time in play.

d.

To determine

To construct: One way ANOVA of time on group and verify each case.

Answer 6

Chapter 30.6, Problem 30.15AYK

a.

To determine

To explain: The sum of squares from two way ANOVA table can be combined to obtain the one-way ANOVA sum of squares for the four groups (SSG).

To find: The value of SSG.

Answer 7

Chapter 30.6, Problem 30.15AYK

a.

To determine

To explain: The sum of squares from two way ANOVA table can be combined to obtain the one-way ANOVA sum of squares for the four groups (SSG).

To find: The value of SSG.

Answer 8

b.

To determine

To state: The degree of freedom, mean square and F statistics for testing for the effect of groups.

Answer 9

b.

To determine

To state: The degree of freedom, mean square and F statistics for testing for the effect of groups.

Answer 10

c.

To determine

To construct: The P value of the given data.

To check: Whether there is significant effect of group on the amount of time in play.

Answer 11

c.

To determine

To construct: The P value of the given data.

To check: Whether there is significant effect of group on the amount of time in play.

Answer 12

d.

To determine

To construct: One way ANOVA of time on group and verify each case.

Answer 13

d.

To determine

To construct: One way ANOVA of time on group and verify each case.

Answer 14

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Answer 15

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Answer 16

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Answer 17

Ch. 30.1 - Prob. 30.1AYK Ch. 30.1 - Prob. 30.2AYK Ch. 30.1 - Prob. 30.3AYK Ch. 30.2 - Prob. 30.4AYK Ch. 30.2 - Prob. 30.5AYK Ch. 30.2 - Prob. 30.6AYK Ch. 30.3 - Prob. 30.7AYK Ch. 30.3 - Prob. 30.8AYK Ch. 30.4 - Prob. 30.9AYK Ch. 30.4 - Prob. 30.10AYK

The sum of squares from two way ANOVA table can be combined to obtain the one-way ANOVA sum of squares for the four groups (SSG). To find: The value of SSG.

To explain: The sum of squares from two way ANOVA table can be combined to obtain the one-way ANOVA sum of squares for the four groups (SSG). To find: The value of SSG.

To state: The degree of freedom, mean square and F statistics for testing for the effect of groups.

To construct: The P value of the given data. To check: Whether there is significant effect of group on the amount of time in play.

To construct: One way ANOVA of time on group and verify each case.

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Chapter 30 Solutions

To explain: The sum of squares from two way ANOVA table can be combined to obtain the one-way ANOVA sum of squares for the four groups (SSG).

To find: The value of SSG.

To construct: The P value of the given data.

To check: Whether there is significant effect of group on the amount of time in play.