4. (10 points) You are given the following mortality rates: $x$ $q_x$ 75 0.01 76 0.02 77 0.04 $i = 0.05$, Calculate $\ddot{a}_{75:\overline{3}}$.
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Step 1: Write the formula for a n-year temporary life annuity-due: ddot{a}_{75:\overline{3}} = sum_{k=0}^{2} v^{k} {}_{k}p_{75}, where v = 1/(1+i). Show more…
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Adi S.
3. You are given the following information from a 2-year select and ultimate mortality table: x | qx 80 | 0.09 81 | 0.11 82 | 0.12 83 | 0.14 84 | 0.15 In addition, you are given that (i) q[x] = 0.4qx (ii) q[x]+1 = 0.8qx+1 (iii) l[81] = 9000 Calculate l[80]. A. 9,890 B. 10,053 C. 9,915 D. 10,028 E. 9,968 Note : Completing the following might be useful. x | q[x] | q[x]+1 | qx+2 | x + 2 80 | | | | 82 81 | | | | 83 x | l[x] | l[x]+1 | lx+2 | x + 2 80 | | | | 82 81 | 9000 | | | 83
Use the table to calculate the question given below; Age x lx 0 100,000 1 99,562 5 99,484 10 99,440 15 99,387 20 99,277 25 99,148 30 98,981 35 98,743 40 98,386 45 97,817 50 96,923 55 95,510 60 93,393 65 90,159 70 85,201 75 77,504 80 65,457 85 48,163 Required 1. What is the probability of dying between 30 and 40 as in the last question? Express your answer in 3 decimal places or a decimal place of a percentages (%) e.g. 0.002 or 0.2%. 2. What is infant mortality per thousand in the table above? Express your answer to 2 decimal places, followed by the phrase per thousand, e.g. 1.23 per thousand. 3. What is Under 5 mortality per thousand in the table? Express your answer to 2 decimal places, followed by the phrase per thousand, e.g. 1.23 per thousand.
Jerelyn N.
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