Poste this question in the life forum and was told it was better suited here. I did get an answer but want to know a little more insight on how to find the answer and what the numbers mean, so here is the repost.
"These is probably a stupid question but I was wondering how to find l_x?
The problem says, " Calculate these probabilities using the American Experience Mortality Table and UDD"
3.5p40 and 3q45.7
I have 3.5p40= (l_43 - .5 d_43)/l_40
The American Experience table shows Age | Deaths per 1,000 | Expectation of Life(years)
How would I be able to find l_43 from that?
Also do I have to find to probability using the table and UDD? So find two probabilities for each?
Do I have to start with an initial l_0, and then make a table all the way to l_43?
or is there a shortcut in using the given info on the table? Thank you!"
"These is probably a stupid question but I was wondering how to find l_x?
The problem says, " Calculate these probabilities using the American Experience Mortality Table and UDD"
3.5p40 and 3q45.7
I have 3.5p40= (l_43 - .5 d_43)/l_40
The American Experience table shows Age | Deaths per 1,000 | Expectation of Life(years)
How would I be able to find l_43 from that?
Also do I have to find to probability using the table and UDD? So find two probabilities for each?
Do I have to start with an initial l_0, and then make a table all the way to l_43?
or is there a shortcut in using the given info on the table? Thank you!"
How to find l_x? repost to correct forum
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