Indicate which set of statistical analyses (e.g., ANOVA, independent samples t test, correlated samples t test, correlation, chi-square, regression) should be used to analyze the data collected in study, and explain why that statistical test should be used.

Einstein is interested in determining whether an association exists between teacher experience with sexual harassment and satisfaction with their job. Einstein anticipates that teachers sexually harassed by their administrators will show less satisfaction with their jobs than teachers sexually harassed by other teachers. In addition, he also thinks that those who are sexually harassed, by anyone on the job, will be less satisfied with their jobs than those who are not sexually harassed. Einstein created a list of all public and private schools in the states of Texas, California, and New York, randomly selected thirty schools and mailed his sexual harassment and satisfaction instrument to each teacher within the thirty schools selected. Once the data from the surveys were received, Einstein analyzed the data to learn if satisfaction differed by harassment group. Satisfaction was measured on a scale that ranges from 15 to 75 with higher scores indicating greater satisfaction.