A random sample of 30 executives from companies with assets over $1 million was selected and asked for their annual income and level of education. The ANOVA comparing the average income among three levels of education rejected the null hypothesis. The Mean Square Error (MSE) was
243.7.
The following table summarized the results:
When comparing the mean salaries to test for differences between treatment means, the t statistic is based on:
A) The treatment degrees of freedom.
B) The total degrees of freedom.
C) The error degrees of freedom
D) The ratio of treatment and error degrees of freedom

Question

A random sample of 30 executives from companies with assets over $1 million was selected and asked for their annual income and level of education. The ANOVA comparing the average income among three levels of education rejected the null hypothesis. The Mean Square Error (MSE) was
243.7. 
 The following table summarized the results: 
 When comparing the mean salaries to test for differences between treatment means, the t statistic is based on:
A) The treatment degrees of freedom. 
B) The total degrees of freedom. 
C) The error degrees of freedom 
D) The ratio of treatment and error degrees of freedom

Quizplus · Accepted Answer

The Answer of A random sample of 30 executives from companies with assets over $1 million was selected and asked for their annual income and level of education. The ANOVA comparing the average income among three levels of education rejected the null hypothesis. The Mean Square Error (MSE) was
243.7. 
 The following table summarized the results: 
 When comparing the mean salaries to test for differences between treatment means, the t statistic is based on:
A) The treatment degrees of freedom. 
B) The total degrees of freedom. 
C) The error degrees of freedom 
D) The ratio of treatment and error degrees of freedom

A Random Sample of 30 Executives from Companies with Assets