56. Mac or PC? A recent census at a major university re- vealed that 40% of its students mainly used Macintosh computers (Macs). The rest mainly used PCs. At the time of the census, 67% of the school's students were undergraduates. The rest were graduate students.

Big Ideas Math A Bridge To Success Algebra 1: Student Edition 2015
1st Edition
ISBN:9781680331141
Author:HOUGHTON MIFFLIN HARCOURT
Publisher:HOUGHTON MIFFLIN HARCOURT
Chapter11: Data Analysis And Displays
Section11.4: Two-ways Tables
Problem 8E
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56. Mac or PC? A recent census at a major university re-
vealed that 40% of its students mainly used Macintosh
computers (Macs). The rest mainly used PCs. At the
time of the census, 67% of the school's students were
undergraduates. The rest were graduate students.
Transcribed Image Text:56. Mac or PC? A recent census at a major university re- vealed that 40% of its students mainly used Macintosh computers (Macs). The rest mainly used PCs. At the time of the census, 67% of the school's students were undergraduates. The rest were graduate students.
In the census, 23% of respondents were graduate
students who said that they used PCs as their main
computers. Suppose we select a student at random
from among those who were part of the census.
(a) Make a two-way table for this chance process.
(b) Construct a Venn diagram to represent this setting.
(c) Consider the event that the randomly selected stu-
dent is a graduate student and uses a Mac. Write this
event in symbolic form based on your Venn diagram
in part (b).
(d) Find the probability of the event described in part (c).
Explain your method.
Transcribed Image Text:In the census, 23% of respondents were graduate students who said that they used PCs as their main computers. Suppose we select a student at random from among those who were part of the census. (a) Make a two-way table for this chance process. (b) Construct a Venn diagram to represent this setting. (c) Consider the event that the randomly selected stu- dent is a graduate student and uses a Mac. Write this event in symbolic form based on your Venn diagram in part (b). (d) Find the probability of the event described in part (c). Explain your method.
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