and assume mortality follows DeMoivre's Law with a ). Determine the expected value and variance of the random ole life policy on this individual.

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A: a)α=0.0051

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A: We can solve this as follows:

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A:

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A: Given that:∫t.sin2t.dt

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A:

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A: y=e^tan(θ) We need to differentiate the function

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A:

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A: