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Data from a medical study and state data, requiring the identification of categorical and quantitative variables. For each variable, determine if it is discrete or continuous. Variables include gender, age, race, smoker status, systolic blood pressure, level of calcium in the blood, population, SAT scores, dollars spent on public education per pupil, and average teacher's pay.
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Categorical vs, Quantitative Variables
Categorical Graphs
, Data from a medical study contain values of many variables for each of the people who were the
subjects of the study, Which of the following variables are categorical and which are quantitative?
If you believe a variable to be quantitative, further decide if it is discrete (can be counted) or
(a) Gender (female or male) ÿ z ÿ ÿ,.
(d) Smoker (yes or no) Cÿ!ÿ.ÿ,C ÿCÿ ÿ Iÿ ÿ'ÿ>ÿ t
, A table represents data on the states, The first column identifies the states, Each of the
remaining seven columns contains values of a variable, Which of these variables are categorical and
which are quantitative? If quantitative state whether it is discrete or continuous.
Graphs: Email spare is the curse of the internet. Here is a compilation of the most common types of
Type of Spare Percent
Adult 19
Financial 20
Health 7
Internet 7
Leisure 6
Products 25
Scares 9
Other ??
(a)
(b)
What percent of spare would fall in the "other" category? rl ÿi;ÿ'ÿ
Display this data in a bar graph. Use graph paper and a formal neat presentation with all the
Graphs: Births are not evenly distributed across the days of the week. Here are the average
number of babies born on each day of the week in the United States in a recent year:
Day Births
Sunday 7,
Monday 11,
Tuesday 13,
Wednesday 13,
Thursday 13,
Friday 12,
Saturday 8,
(a) Present these data in a well-labeled bar graph.
(b) Suggest some possible reasons why there are fewer births in the weekends.
In July 1991 and again in April 2001 the Gallup poll asked random samples of 1015 adults about
their opinions on working parents. The table summarizes responses to this question:
"Considering the needs of both parents and children, which of the following do you see as the ideal
family in today's society?"
Based on these results, do you think there was a change in people's attitudes during the 10 years
between these polls? Support your conclusions using a segmented or side-by-side bar graph.
Both Work Full Time
One works full time, the other part time
One works, the other stays at home with the kids
No opinion
1991
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2001
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