An survival model is given by the survival function So(x) = -0.0008z Suppose a whole life insurance policy with a benefit of $118250 payable immediately at the time of death of the insured life has a continuously compound interest rate >= 0.026. (a) What is the present value for the benefit if the policy is purchased at age 42? EPV = $ (b) What is the standard deviation of the present value of this insurance benefit if the policy is purchased at age 42? σ= Note: Round your answer to two decimal places.

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An survival model is given by the survival function S(x) = e
Suppose a whole life insurance policy with a benefit of $118250 payable immediately at the time of death of the insured life has a continuously
compound interest rate & = 0.026.
(a) What is the present value for the benefit if the policy is purchased at age 42?
EPV = $
o
-0.0008z
(b) What is the standard deviation of the present value of this insurance benefit if the policy is purchased at age 42?
Note: Round your answer to two decimal places.
Transcribed Image Text:An survival model is given by the survival function S(x) = e Suppose a whole life insurance policy with a benefit of $118250 payable immediately at the time of death of the insured life has a continuously compound interest rate & = 0.026. (a) What is the present value for the benefit if the policy is purchased at age 42? EPV = $ o -0.0008z (b) What is the standard deviation of the present value of this insurance benefit if the policy is purchased at age 42? Note: Round your answer to two decimal places.
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