To determine whether there is a relationship between the type of school attended and verbal reasoning scores for Irish students, three samples with 25 students, in each group, were randomly selected from data used by Raferty and Hout (1985). One group of students attended secondary school, the second group of students attended vocational school, and the third group consisted of students who attended only primary school.

Here are the three sample standard deviations for the verbal reasoning scores for the three groups (secondary school, vocational school, and primary school only):

Based on this information, do the data meet the condition of equal population standard deviations for the use of the ANOVA?

A. Yes, because 14.18 - 11.71 < 2.

B. Yes, because 14.18/11.71 < 2.

C. No, because the standard deviations are not equal.

Question

Mathematics

Spookey

9 March, 17:10

To determine whether there is a relationship between the type of school attended and verbal reasoning scores for Irish students, three samples with 25 students, in each group, were randomly selected from data used by Raferty and Hout (1985). One group of students attended secondary school, the second group of students attended vocational school, and the third group consisted of students who attended only primary school.

Here are the three sample standard deviations for the verbal reasoning scores for the three groups (secondary school, vocational school, and primary school only):

Based on this information, do the data meet the condition of equal population standard deviations for the use of the ANOVA?

A. Yes, because 14.18 - 11.71 < 2.

B. Yes, because 14.18/11.71 < 2.

C. No, because the standard deviations are not equal.

+2

Answers (1)

Know the Answer?

Kamden Strong · Answer 1

B. Yes, because 14.18/11.71 < 2.

Step-by-step explanation:

When the ratio of the largest sample standard deviation to the smallest sample standard deviation is less than 2, the condition is said to be met.