An insurance company issues life insurance policies in three separate categories:
standard, preferred, and ultra-preferred. Of the company’s policyholders, 50% are
standard, 40% are preferred, and 10% are ultra-preferred. Each standard policyholder
has probability 0.010 of dying in the next year, each preferred policyholder has
probability 0.005 of dying in the next year, and each ultra-preferred policyholder
has probability 0.001 of dying in the next year.
A policyholder dies in the next year.
Calculate the probability that the deceased policyholder was ultra-preferred.
(A) 0.0001
(B) 0.0010
(C) 0.0071
(D) 0.0141
(E) 0.2817
You can find the link to the questions below:
https://www.soa.org/globalassets/assets/Files/Edu/edu-exam-p-sample-quest.pdf
The link to the answers below:
https://www.soa.org/globalassets/assets/Files/Edu/edu-exam-p-sample-sol.pdf
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SOA Exam P Question 20 | Conditional Probability | NatokHD