Full text: On the value of annuities and reversionary payments, with numerous tables (Vol. 1)

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558 
TABLE XXVI. 
Showing the Probabilities of Survivorship between every Two Lives, whereof the 
Difference of Age is either Ten Years or any Multiple of Ten, according to the 
Carlisle Table of Mortality. 
Difference Eighty Years. 
Difference Ninety Years. 
Difference One Hundred Years. 
Age of 
Probability 
of A dying 
before IS. 
Probability 
of IS dying 
before A. 
Age of 
Probability 
of A dying 
before IS. 
Probability 
of B dying 
before A. 
A. 
IS. 
A. 
IS. 
0 
80 
.2758 
.7242 
0 
90 
.2192 
.7808 
1 
81 
.1767 
.8233 
1 
91 
.1365 
.8635 
2 
82 
.1274 
.8726 
2 
92 
.1027 
.8973 
3 
83 
.0835 
.9165 
3 
93 
.0695 
.9.305 
4 
84 
.0592 
.9408 
4 
94 
.0512 
.9488 
5 
85 
.0402 
.9598 
5 
95 
.0358 
.9642 
G 
86 
.0295 
.9705 
6 
96 
.0267 
.9733 
7 
87 
.0231 
.9769 
n 
97 
.0204 
.9796 
8 
83 
.0197 
.9803 
8 
98 
.0164 
.9836 
9 
89 
.0178 
.9822 
9 
99 
.0134 
.9866 
10 
90 
.0170 
.9830 
10 
100 
.0108 
.9892 
11 
91 
.0178 
.9822 
11 
101 
.0088 
.9912 
12 
92 
.0193 
.9807 
12 
102 
.0066 
.9934 
13 
93 
.0209 
.9791 
13 
103 
.0044 
.9956 
14 
94 
.0223 
.9777 
14 
104 
.0028 
.9972 
15 
95 
.0234 
.9766 
16 
96 
.0235 
.9765 
17 
97 
.0226 
.9774 
18 
98 
.0212 
.9788 
19 
99 
.0192 
.9808 
20 
100 
.0153 
.9842 
21 
101 
.0124 
.9876 
22 
102 
.0091 
.9909 
23 
103 
.0059 
.9941 
24 
104 
.0035 
.9965 
Age of 
Probability 
Probability 
A. 
B. 
of A dying 
before B. 
of B dying 
before A. 
0 
100 
.2120 
.7880 
1 
101 
.1142 
.8858 
2 
102 
.0687 
.9313 
3 
103 
.0299 
.9701 
4 
104 
.0144 
.9856
	        
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