(a) What proportion of the total population actually voted? (b) A random voter is picked. Given that he voted, what is the probability that he is independent? democrat? republican? Ans: (a- 0.4862, b-0.331)

A First Course in Probability (10th Edition)
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ISBN:9780134753119
Author:Sheldon Ross
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Chapter1: Combinatorial Analysis
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46% of the electors of a town consider themselves as independent, whereas 30%
consider themselves democrats and 24% republicans. In a recent election, 35% of the
independents, 62% of the democrats and 58% of the republicans voted.
(a) What proportion of the total population actually voted?
(b) A random voter is picked. Given that he voted, what is the probability that he is
independent? democrat? republican?
Ans: (a- 0.4862, b-0.331)
Transcribed Image Text:46% of the electors of a town consider themselves as independent, whereas 30% consider themselves democrats and 24% republicans. In a recent election, 35% of the independents, 62% of the democrats and 58% of the republicans voted. (a) What proportion of the total population actually voted? (b) A random voter is picked. Given that he voted, what is the probability that he is independent? democrat? republican? Ans: (a- 0.4862, b-0.331)
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