excans:86b9e623e1: Difference between revisions
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(Created page with "<math display = "block"> \begin{aligned} & X s_{\overline{60 \mid i}}=\frac{5000}{d}=\frac{5000}{i}(1+i)=\frac{5000(1.01)^{12}}{(1.01)^{12}-1} \\ & 44,423.95=81.67 X \\ & X=543.94\end{aligned} </math> {{soacopyright | 2023 }}") |
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'''Solution: D''' | |||
<math display = "block"> | <math display = "block"> | ||
\begin{aligned} & X s_{\overline{60 \mid i}}=\frac{5000}{d}=\frac{5000}{i}(1+i)=\frac{5000(1.01)^{12}}{(1.01)^{12}-1} \\ & 44,423.95=81.67 X \\ & X=543.94\end{aligned} | \begin{aligned} & X s_{\overline{60 \mid i}}=\frac{5000}{d}=\frac{5000}{i}(1+i)=\frac{5000(1.01)^{12}}{(1.01)^{12}-1} \\ & 44,423.95=81.67 X \\ & X=543.94\end{aligned} | ||
Latest revision as of 21:19, 18 November 2023
Solution: D
[[math]]
\begin{aligned} & X s_{\overline{60 \mid i}}=\frac{5000}{d}=\frac{5000}{i}(1+i)=\frac{5000(1.01)^{12}}{(1.01)^{12}-1} \\ & 44,423.95=81.67 X \\ & X=543.94\end{aligned}
[[/math]]
Copyright 2023 . The Society of Actuaries, Schaumburg, Illinois. Reproduced with permission.