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We are looking to find P(G/U), the probability the economy grows given that ABC stock is up. P(G) probability the economy grows = 0.50 P(R) = probability of a recession 0.50 P(U/G) = probability the stock is up given the economy grows = 0.60 P(U/R) = probability the stock is up given the economy goes into a recession = 0.15 Using Bayes’ formula: P(G/U) = P(G)* P(UIC)/[P(C) P(UIG) P(R) P(U/R) P(G/U) = (0.50) * (0.60)/[(0.50)(0.60) (0.50)(0.15) P(G/U) = 0.3/0.375 = 0.8 = 80.0% 没有看懂
查看试题 已回答According to Bayes' formula: P(B/default) = P(default and B)/P(default) P(default and B ) = P(default/B)×P(B) = 0.250×0.300 = 0.075 P(default and CCC) = P(default/CCC)×P(CCC) = 0.400×0.700 = 0.280 P(default) = P(default and B) P(default and CCC) = 0.355 P(B/default) = P(default and B)/P(default) = 0.075/0.355 = 0.211 没有看懂
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