Chi Square test {gh' school data} ND'ITE: You do not have to wggh' the cases for this exercise This study collected data from 130 high school students. The researchers want to assess if the proportion of female high school students who take advanced math courses in high school varies depending upon whether they have been raised primarily by their father or by both their mother and their father. The variables in the SPSS le are: 1} Math {(1 = no advanced math; 1 = some advanced math} 2} Parent (1: primarily father; 2 = father and mother} Null Hypothesis Ho: There will be no difference in the proportion of female students who take advanced math courses based on whether or not they were raised by both parents. Level of significance (at = .EIS} 1} Conduct crosstabs analysis to examine whether the proportion of female high school students who take advanced math courses is diEerent for the different levels of the parent variable. 2} From the output, identify the following: a} Percent of female students who took some advanced math classes = b} Percent of female students who took no advanced math classes when female students were raised by their fathers = c} Percent of female students raised by their father only = d} X2 value = 3} Strength of relationship between taking advanced math classes and level of parenting = 4} Create a bar graph to show differences in the number of female students taking some advanced math classes for the different categories of parenting Include the SPSS output of your analysis saved with your name