Barry and Steve are both age 61. Barry has just purchased a whole life insurance policy. Steve purchased a whole life insurance policy one year ago. Both Barry and Steve are subject to the following 3-year select and ultimate table: 1[2] _l[z]+1_____l[z]+2 11+3 60 10,000 9,600 8,640 7,771 63 8,654 8,135 6,996 5,737 64 62 7,119 6,549 5,501 4,016 65 63 5,760 4,954 3,765 2,410 66 I 61 x+3 The force of mortality is constant over each year of age. Calculate the difference in the probability of survival to age 64.5 between Barry and Steve.

ENGR.ECONOMIC ANALYSIS
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Chapter1: Making Economics Decisions
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Barry and Steve are both age 61. Barry has just purchased a whole life insurance policy. Steve purchased a whole life insurance policy one
year ago.
Both Barry and Steve are subject to the following 3-year select and ultimate table:
42]
l[x]+1
l[x]+2
lx+3
10,000 9,600 8,640 7,771 63
61 8,654 8,135
6,996 5,737 64
62 7,119 6,549 5,501 4,016 65
63 5,760 4,954 3,765 2,410 66
I
60
x+3
The force of mortality is constant over each year of age.
Calculate the difference in the probability of survival to age 64.5 between Barry and Steve.
Transcribed Image Text:Barry and Steve are both age 61. Barry has just purchased a whole life insurance policy. Steve purchased a whole life insurance policy one year ago. Both Barry and Steve are subject to the following 3-year select and ultimate table: 42] l[x]+1 l[x]+2 lx+3 10,000 9,600 8,640 7,771 63 61 8,654 8,135 6,996 5,737 64 62 7,119 6,549 5,501 4,016 65 63 5,760 4,954 3,765 2,410 66 I 60 x+3 The force of mortality is constant over each year of age. Calculate the difference in the probability of survival to age 64.5 between Barry and Steve.
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