To conduct tests of significance (such ast-tests andF-tests) several assumptions are made about the distribution of scores: that they are reasonably normal, and that the variances of the groups are homogeneous. Check the distributions for normality (you may wish to include the notion of skewness) and test homogeneity of variances for the two groups for both variables (for the two significance tests in 4.2).

This involves checking the scores for each group to determine if they are reasonably normally distributed: are means and medians similar? are the data skewed? does the distribution look similar to one that is normal?

The second part is to check the homogeneity of variance. This can be done using theFmax test (see Gravetter & Wallnau, 2014) or the Levene's test which SPSS provides.

How do I start to answer this question.