Revision as of 22:12, 19 January 2024 by Admin (Created page with "'''Answer: E''' Let <math>P</math> be the premium per 1 of insurance. <math>P \ddot{a}_{55: 10 \mid}=0.51213 P+v^{10}{ }_{10} p_{55} \ddot{a}_{65}</math> <math>\ddot{a}_{55}=\ddot{a}_{55: 10 \mid}+v^{10}{ }_{10} p_{55} \ddot{a}_{65} \Rightarrow v^{10}{ }_{10} p_{55} \ddot{a}_{65}=12.2758-7.4575=4.8183</math> <math>7.4575 P=0.51213 P+4.8183 \Rightarrow P=0.693742738</math> <math>300 P=208.12</math> {{soacopyright|2024}}")
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Exercise


ABy Admin
Jan 19'24

Answer

Answer: E

Let [math]P[/math] be the premium per 1 of insurance.

[math]P \ddot{a}_{55: 10 \mid}=0.51213 P+v^{10}{ }_{10} p_{55} \ddot{a}_{65}[/math]

[math]\ddot{a}_{55}=\ddot{a}_{55: 10 \mid}+v^{10}{ }_{10} p_{55} \ddot{a}_{65} \Rightarrow v^{10}{ }_{10} p_{55} \ddot{a}_{65}=12.2758-7.4575=4.8183[/math]

[math]7.4575 P=0.51213 P+4.8183 \Rightarrow P=0.693742738[/math]

[math]300 P=208.12[/math]

Copyright 2024. The Society of Actuaries, Schaumburg, Illinois. Reproduced with permission.

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