exercise:45e946d2d0: Difference between revisions

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(Created page with "You are given the following information from a life table: {| class="table" ! <math>x</math> !! <math>l_{x}</math> !! <math>d_{x}</math> !! <math>p_{x}</math> !! <math>q_{x}</math> |- | 95 || - || - || - || 0.40 |- | 96 || - || - || 0.20 || - |- | 97 || - || 72 || - || 1.00 |} You are also given: (i) <math>\quad l_{90}=1000</math> and <math>l_{93}=825</math> (ii) Deaths are uniformly distributed over each year of age. Calculate the probability that (90) dies between...")
 
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<ul class="mw-excansopts"><li> 0.195</li><li> 0.220</li><li> 0.345</li><li> 0.465</li><li> 0.668</li></ul>
<ul class="mw-excansopts"><li> 0.195</li><li> 0.220</li><li> 0.345</li><li> 0.465</li><li> 0.668</li></ul>
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Latest revision as of 01:34, 18 January 2024

You are given the following information from a life table:

[math]x[/math] [math]l_{x}[/math] [math]d_{x}[/math] [math]p_{x}[/math] [math]q_{x}[/math]
95 - - - 0.40
96 - - 0.20 -
97 - 72 - 1.00

You are also given:

(i) [math]\quad l_{90}=1000[/math] and [math]l_{93}=825[/math]

(ii) Deaths are uniformly distributed over each year of age.

Calculate the probability that (90) dies between ages 93 and 95.5.

  • 0.195
  • 0.220
  • 0.345
  • 0.465
  • 0.668

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