Question: the answer is: E[Z] = .593 Var[Z] = .051 10. You are given: (i) i = 0.03. (ii) 447 = 0.03. (iii) A18 - A17

the answer is: E[Z] = .593 Var[Z] = .051 10. You

the answer is: E[Z] = .593 Var[Z] = .051

10. You are given: (i) i = 0.03. (ii) 447 = 0.03. (iii) A18 - A17 = 0.0054 (iv) 2A482 A47 = 0.0062 Let Z be the random variable representing the present value of a whole life insurance with death benefit of 1 payable at the end of the year of death, issued to (48). Calculate E[Z] and Var(Z). 10. You are given: (i) i = 0.03. (ii) 447 = 0.03. (iii) A18 - A17 = 0.0054 (iv) 2A482 A47 = 0.0062 Let Z be the random variable representing the present value of a whole life insurance with death benefit of 1 payable at the end of the year of death, issued to (48). Calculate E[Z] and Var(Z)

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