Refer to Table 12.11. Consider the variables class level and college. a. Group the bivariate data for
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a. Group the bivariate data for these two variables into a contingency table.
b. Determine the conditional distribution of class level within each college and the marginal distribution of class level.
c. Determine the conditional distribution of college within each class level and the marginal distribution of college.
d. Does an association exist between the variables "class level" and "college" for this population? Explain your answer.
The word "distribution" has several meanings in the financial world, most of them pertaining to the payment of assets from a fund, account, or individual security to an investor or beneficiary. Retirement account distributions are among the most...
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Gender Clss College Gender Class College Soph BUS F Junior ENG Junior ENG M SophENG Senior BUS Junior BUS Junior ENG Junior LIB M Seor LIB M Soph ENG Junior ENG M SophENG F Soph BUS Junior BUS o ENG unior F Junior BUS M Soph BUS Junior BUS M Soph ENG M Junio ENG Junior ENG M Soph LIB Senior ENG F Senior BUS Juni
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a BUS Soph Junior Senior Total 3 4 2 9 ENG 4 7 1 12 LIB 1 2 1 4 Total 8 13 4 25 b ...View the full answer
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