In this question, we consider a continuous n-year endowment contract. The benefit is payable at the moment of death if death occurs within n years. Otherwise, the benefit is payable at the end of the term (n years) Suppose that 2= 0.05 . Z is the p.v.r.v. of a (continuous) 5-year endowment contract sold to (60) The benefit of the endowment contract is 1000 Mortality follows the llustrative Life Table (You can download this table from Files/SoA-LATM- standard-ultimate-life-table.p Use UDD approach to approximate the actuarial expected value of this contract. In this question, we consider a continuous n-year endowment contract. The benefit is payable at the moment of death if death occurs within n years. Otherwise, the benefit is payable at the end of the term (n years) Suppose that 2= 0.05 . Z is the p.v.r.v. of a (continuous) 5-year endowment contract sold to (60) The benefit of the endowment contract is 1000 Mortality follows the llustrative Life Table (You can download this table from Files/SoA-LATM- standard-ultimate-life-table.p Use UDD approach to approximate the actuarial expected value of this contract