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Policy values prospective retrospective
1 other sections not shown
age at entry age x+n aged exactly aged x last annual premium limited annual premium payable annuity payable annuity-due annum approximately Assuming assurance payable assurances and annuities attaining age Ax+i Ax+n calculated commutation symbols death before age deduced distribution of deaths Dx+2 dx+i end of table endowment assurance endowment policy English Life Table event of death expressions find the value force of mortality given hence Ia)x living at age living n lx persons lx+i mortality at age npxy number living number of deaths numerical values office premium payment at age premiums paid Prove pure endowment rate of interest rate of mortality reserve Similarly single premium stationary population sum assured survivor term assurance ultimate table uniform distribution value Ax value of Ax value or single whole life assurance whole life policy written year's interest