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| rev | Admin | (Created page with "'''Answer: A''' If <math>G</math> denotes the gross premium, then <math <math display="block"> G=\frac{1000 A_{35}+30 \ddot{a}_{35}+270}{0.96 \ddot{a}_{35}-0.26}=\frac{1000(0.09653)+30(18.9728)+270}{0.96(18.9728)-0.26}=52.12 </math> So that, <math <math display="block"> \begin{aligned} & R=1000 A_{36}+(30-0.96 G) \ddot{a}_{36} \\ & \quad=1000(0.10101)+(30-0.96 \times 52.12)(18.8788)=-277.23 \end{aligned} </math> Note that <math>S=0</math> as per definition of...") | Jan 20'24 at 3:06 | +510 |