Q No 10 Suppo se that an insurance compa ny classifies people into one of three cla sses-good risks, average risks, a nd bad ris ks. Their rec ords indica te that the proba bilities that good, avera ge, and bad risk persons will be involved in an aee ident over a l-year span are, respectively, 05, 15, and 30. If 20 perc ent of the population are good risks," 50 percent are a verage ris kn," and 30 perc ent are "bad risks," what proportion of people have accidents in a fixed yeur? If polic y holder A had no accidents in 1987, what is the probability that he or she is a good (average) risk?

Algebra and Trigonometry (MindTap Course List)
4th Edition
ISBN:9781305071742
Author:James Stewart, Lothar Redlin, Saleem Watson
Publisher:James Stewart, Lothar Redlin, Saleem Watson
Chapter14: Counting And Probability
Section14.2: Probability
Problem 3E: The conditional probability of E given that F occurs is P(EF)=___________. So in rolling a die the...
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Q No 10
Suppo se that an insurance compa ny classifies people into one of three cla sses - good risks, average risks,
a nd bad ris ks. Their records indica te that the pro ba bilities that good, avera ge, and bad risk persons will be
involved in an aceident over a 1-year span are, respec tively, 05, 15, and 30. If 20 percent of the population
are "good risks," 50 percent are a verage ris ks," and 30 percent are bad risks," what proportion of people
have accidents in a fixed yeur? If polic y holder A had no accidents in 1987, what is the pro bability that he
or she is a good (average) risk?
Transcribed Image Text:Q No 10 Suppo se that an insurance compa ny classifies people into one of three cla sses - good risks, average risks, a nd bad ris ks. Their records indica te that the pro ba bilities that good, avera ge, and bad risk persons will be involved in an aceident over a 1-year span are, respec tively, 05, 15, and 30. If 20 percent of the population are "good risks," 50 percent are a verage ris ks," and 30 percent are bad risks," what proportion of people have accidents in a fixed yeur? If polic y holder A had no accidents in 1987, what is the pro bability that he or she is a good (average) risk?
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