1. Produce a histogram or boxplot for each of the variables listed below (be sure to title each graph).
For numerical variables, indicate the mean, the approximate mode, and describe the variability as
well as the shape of the distribution. For categorical variables, describe which attributes have the
greatest and least frequency. Also, for each variable, indicate the specific level of measurement (i.e.,
nominal, ordinal, interval or ratio).
(a) Province of residence (CGEHD03)
(b) Age of child (CMMCQ01) 2
(c) Average number of alcoholic beverages (CHLScQ5A)
(d) Perception of neighbourhood (CSFHQ02)
(e) Social support score (CSPHS01)
(f) Average number of alcoholic beverages (CHLScQ5A) - Select for people who live in Ontario who hold a
‘college or university degree’ (use variable CEDSD02 to select for education) - Describe how this
distribution differs from the same variable distribution for the full sample
(g) Select one numerical variable and one categorical variable of choice. For each of your chosen
variables, produce a histogram or bar graph as appropriate. In each case, provide a written
interpretation as instructed above. USE THE FULL SAMPLE WHEN PERFORMING THESE ANALYSES. (It is
expected that your chosen variables will be different from that of other students in the class. Two
assignments featuring the same two variables for this question will be treated as a potential case of
academic misconduct.)
2. EXPLORE ‘child got along with other kids’ (CRLCQ06) by ‘aggression score’ (CBECS09).
(a) Produce the requisite ‘explore’ output.
(b) Describe the overall trend regarding the relationship between the two variables. As we move
through categories on the ‘child got along with other kids’ variable, what happens to the mean
aggression score? What happens to the variability?
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