A two-factor study compares three different treatment conditions (factor 1) for

Question

A two-factor study compares three different treatment conditions (factor 1) for males and females (factor 2). In this study, the main effect for gender is determined by the overall mean score for the males (averaged over the three treatments) and the corresponding overall mean score for the females True False For a two-factor analysis of variance, the significance of any specific F-ratio is completely independent of the significance of the other F-ratios True False If the mean and variance are computed for each sample in an independent measures, two-factor experiment which of the following types of sample data will tend to produce large F-ratios for the two-factor ANOVA? Large differences between sample means and small sample variances large differences between sample means and large sample variances Small differences between sample means and small sample variances Small differences between sample means and large sample variances

Explanation / Answer

dear student please post the questions one at a time.

Answer to question 22 is

True

The mean differences between the levels of factor A (male) are obtained by computing the overall mean for each row in the matrix.

The mean differences between the levels of factor B (female) are obtained by computing the overall mean for each column in the matrix

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