Expected value is the basis of life insurance. For example, based on US mortality statistics, the probability that a 30-year-old white female will die within the next year is 0.000642. What is the probability that a 30-year-old white female will live another year? 0.999358 A life insurance company plans to issue a one-year term life insurance policy of $500,000 to a 30-year-old white female. What premium should they charge to “break even”? In other words, find the premium such that E(X)=0 In most states, there is a 15% cap on the allowable profit from a life insurance policy. What premium should the company charge to reach that 15% cap on the profit? That is, find the premium such that E(X) = 0.15 x 500,000

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  1. Expected value is the basis of life insurance. For example, based on US mortality statistics, the probability that a 30-year-old white female will die within the next year is 0.000642.
    1. What is the probability that a 30-year-old white female will live another year? 0.999358
    2. A life insurance company plans to issue a one-year term life insurance policy of $500,000 to a 30-year-old white female. What premium should they charge to “break even”? In other words, find the premium such that E(X)=0
    3. In most states, there is a 15% cap on the allowable profit from a life insurance policy. What premium should the company charge to reach that 15% cap on the profit? That is, find the premium such that E(X) = 0.15 x 500,000
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