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Two statistics lab problems from the statistics 0200 course taught by dr. Nancy pfenning during the fall 2008 semester. The problems focus on determining dependencies between variables, specifically whether gender influences living arrangements and the relationship between height and weight. Students are asked to analyze data using minitab and interpret the results.
Typology: Lab Reports
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Name:
Statistics 0200 Fall 2008 Dr. Nancy Pfenning
(a) What variable or variables are involved? For each variable, tell whether it is quan- titative or categorical. Which variable (if any) should play the role of explanatory
variable?
(b) Before you even look at the data, do you expect the variables to be dependent? If so, for which explanatory group do you expect to see a higher proportion living on campus?
(c) Use MINITAB Basics Example U to produce a two-way table of counts and row percents. Does one group have a considerably higher proportion on campus?
(d) Summarize your findings in one or two sentences. Be sure to express your results specifically in terms of the variable(s) of interest, and mention to what extent the results match your guesses in (b).
(a) What variable or variables are involved? For each variable, tell whether it is quantitative or categorical.
Which, if any, would be the obvious choice for explanatory variable? (b) Before you even look at the data, try to make a reasonable guess for each of the following: [If you’re completely clueless, just answer with a “?”.] i. form (linear or curved): ii. direction (positive, negative, or none): iii. strength (strong, moderate, or weak): Do you expect outliers? (Explain briefly.)
(c) Use MINITAB Basics Example Q (only the relevant parts) to answer the following: Does the scatterplot show a roughly linear form? What is the regression line equation? What is the value of the correlation r? What is the typical residual size s? (d) Summarize your findings in one or two sentences. Be sure to express your results specifically in terms of the variable(s) of interest, and mention to what extent the results match your guesses in (b).