PART 1Based on the PSPP Chi Square Distribution lecture answer the following question
Using the GSS2008 data, examine the relationship between attitudes toward the level of national assistance for childcare (NATCHILD) and the sex of the respondent (SEX). Fill in the following information:
Now perform the analysis with PSPP and find (You need to go to Analyze, Descriptives, Crosstabs–click. Enter in the appropriate variables–click on statistics on the dialogue box where you enter the variables (for row, column) and make sure the chisq box is checked.)
Percentage of men (out of only men) stating the current level is too little ________________________
Percentage of women (out of only women) stating the current level is too little ________________________
Chi Square significance level ________________________ (Pearson Chi Square Sig)
Is the relationship statistically significant YES NO
How would interpret this result? What might explain why there is or is not a significant difference in the means between the two groups (male and female). The null hypothesis for the Chi Square test is that there is no difference between the mean percentages of the various groups or categories. So, if the result is significant, we can reject (rather than confirm) the null hypothesis and indicate that there is a significant difference.
How would the information from this exercise be used by a lobbying group lobbying for more childcare assistance to develop an information strategy?
PART 2
Using the GSS2012 data, examine the relationship between sex (SEX) and the belief that a woman will not get a job or promotion over a man (DISCAFFW).
Fill in the following information: Make a prediction
What percent of Americans believe women are less likely to get a job or promoted over a man:
___________
Do you think males and females vary on their perspectives on this issue? YES NO
Now perform the analysis with PSPP and find (Remember how to read a table!):
Percentage of men (out of only men) saying "Somewhat Likely" __________________
Percentage of women (out of only women) saying "Somewhat Likely" __________________
Chi Square significance level __________________
Is the relationship statistically significant YES NO
How would interpret this result? In other words, what might explain why there is or is not a difference between the groups. Do not just restate the statistics without any interpretation.
What do the results suggest about perceptions of Affirmative Action?
