Encyclopaedia Britannica, or, a Dictionary of arts, sciences, and miscellaneous literature : enlarged and improved. Illustrated with nearly six hundred engravings > Volume 20, SUI-ZYM

S U R
[ 120 ]
S U R
TaBLE I. Showing the Prefent Values of an Annuity of
x\, on a Single Life, according to M. de Moivre's Hy-
pothejis.
Age.
9
10
12
J3
15
16
r7
18
19
20
^ per ct.1
t9-736
19.868
19.868
21
22
23
24
25
26
27
28
29
3°
31
32
33
34
35
36
37
38
39
40
41
42
43
44
45
46
47
48
49
5°
51
52
53
54
55
56
57
58
'9
60
61
62
63
64
r9-73<5
19.604
19.469
I9 33I
19.192
19.050
18.90 r
f8.759
18.610
18-458
18.305
18.148
17.990
17.827
17.664
17-497
3^ per cl
18.160
18.269
18.269
18.160
18.049
17-93 7
17.823
17.707
17.588
17.467
I7*344
17.220
r7°93
16.963
16.696
I^-559
16.419
16.277
17.32716.133
17.154
i6-979
16.800
16.620
16 436
6.248
16.057
15.864
15.666
15-465
i5.26c
15-053
15.842
14.626
14.407
14.185
13.728
13-493
r3-254
13.012
12.764
I2.SII
I2-255
11.994
11.729
11.457
xi.i83
10.902
10.616
10.32
10 029
9-7
9-419
9-I07
8.787
I5-985
15.682
15.526
15-367
15.204
15-°39
14.871
14.699
14.524
14-345
14.163
r3 978
<j per ct.
16.791
16.882
16.882
16.791
16.698
16.604
16.508
16.4IO
16.3II
16.209
16.105
15-999
15.891
15.781
6.830 15.669
4aPerct
I5-595
15.672
15.672
I5-595
r5-5r7 14-48o
r 5-43 7
i5-356
I5-273
15.189
15.102
15.015
I4-923
i4-83i
I5-554
‘5-437
I5-I97
r5-°73
14.946
14.816
14.684
r4-549
14.411
14.270
14.12613.304
‘3-789
‘3-596
‘3-399
‘3-‘99
‘2-993
12.784
12.571;
‘2.354
12.13!
13.028
12.858
12.683
12.504
12.322
‘2-135
“•944
11.748
11.548
‘ 1.904 ‘ 1.344
“•673
“•437
“•‘95
‘o-95°
10.698
‘0.443
io.tSi
9-9‘3
9.640
9.361
9.076
8.786
8.488
8.462 8.185
‘3-979
13.829
13.676
‘3-5‘9
‘3-359
‘3-‘96
‘3-‘75
‘3-044
12.909
‘2.771
12.630
12.485
•‘35
10.921
10.702
10.478
10.248
10.014
9-773
9-527
9-275
9.017
8-753
8.482
8.205
7.921
5 per ct.
‘4-544
14.607
14.607
‘4-544
14.412
‘4-342
14.271
6 per ctu
12.790
12.839
12.839
12.79O
12.741
12.691
12.639
12.586
14.197 ‘2.532
‘4-737
14.641
‘4-543
14.442
14.34°
‘4-235 ‘3-375
14.128
14.018 13.186
‘3-905
‘3-79‘
‘3-673
‘3-553
‘3-430
‘2.337
12.185
12.029
11.870
11.707
11.540
11.368
11.192
10.827
10.638
‘0-443
10.243
10.039
9.829
9.614
9-393|
9.166;
8-933'
8.694
14.123
14.047
13.970
‘3-891
13.810
‘3-727
13.642
‘3-555
‘3.466
13.282
12.476
12.419
12.361
12.301
33.088
12 988
‘2.855
12.780
12.673
12.562
12.449
‘2-333
12.214
12.091
11.966
11.837
“.705
“•570
“•431
11.288
11.142
10.992
10.837
10.679
x 1.012 10.515
10.348
10.176
9.999
9.817
9.630
9-437
9-239
9.036
8.826
8611
8.389
8.449 8.161
8.1971 7.926
7.938' 7.684
7-672; 7-435
12.239
‘2.‘77
12.112
12.045
“.978
11.908
“.837
11.76
11.68
11.610
11'S30
“•449
“•365
11.278
11.189
11.098
11.003
10.907
10.807
10.704
IO-599
10.490
10.378
10.263
10.144
10.021
9-895
9.765
9.630
9.492
9 349
9.201
9.049
8.891
8.729
8.561
8.387
8.208
8.023
7-83‘
7-633
7.428
7.216
6.997
Age
65
66
67
68
69
70
7‘
72
73
74
75
76
77
78
79
80
81
82
83
84
85
3perct.
8.132
7-794
7-45°
7.099
6-743
6.378
6.008
5*631
5.246
4-854
4-453
4.046
3-632
3.207
2.776
2-334
1.886
1.429
0.961
0.484
0.000
3aPer ct
7-875
7-558
7-234
6.902
6.565
6.219
5.865
5-505
5-‘36
4-759
4-373
3-978
3-575
3-‘63
2.741
2.309
4 per ct
4 jperct 5 per ct.{6perct
7-63I
7-333
7.027
6.714
6.394
6.065
5.728
5-383
5.029
4.666
4-293
3.912
3-52o
3.hi
2.707
2.284
i.867j
1.411;
0.955!
0.4831
0.000;
1.850
1.406
0.950
0.481
0.000
7-399
7-i‘9
6.831
6-534
6.23
5.918
5-596
5-265
4.926
4-576
4.217
3-847
3-467
3.076
2.673
2.259
1.832
‘•394
o-943
0.479
0.000
7.179
6-9‘5
6.643
6.362
6.073
5-775
5.468
5-‘5
4.826
4.489
4-‘43
3-784
3-4‘5
3-°34
2.641
2-235
1.816
1.384
o-937
0.479
0.000
6.770
6-535
6.292
6.040
5-779
5-508
5.228
4-937
4.636
4-324
4.000
3.664
3-3‘5
2-953
2.578
2.188
‘•783
1.362
0.925
0.472
0.000
Table II. Showing the Value of an Annuity on the
Joint Continuance of Two Lives, according to M. de
Moivre's Hypothejis.
Kij-f
O
10
‘5
20
‘5
20
25
30
35
40
45
50
55
60
65
70
‘5
20
25
30
35
40
45
50
55
60
65
7o
20
25
3°
35
4°
45
50
Value at 5
per cent
15.206
14.878
I4-503
14.074
‘3.585
I3-025
12.381
II.644
IO.796
9.822
8.704
7.417
5-936
Value at 3
per cent
‘4-574
14.225
13.822
‘3-359
I2.-824
12.207
11.496
10.67 c
9.727
8.632
7-377
5-932
‘3.904
‘3-53‘
13.098
‘2-594
12.008
“•325
‘0.536
‘3-342
‘3-093
12.808
12.480
12.102
11.665
11.156
10.564
9.871
9-059
8.105
6.980
5-652
12.860
‘2-593
12.281
11.921
11.501
11.013
10.440
9.767
8-975
8.041
6-934
5-623
Value at 4
per cent
“•855
II.661
II.430
11.182
IO.884
‘0-537
10.128
9.646
9.074
8-391
7-572
6-585
5-3 91
12.341
12.051
ii.711
11.314
10.847
10.297
9.648
11.478
11.266
11.022
10.736
10.402
10.008
9-54‘
8.985
8.318
7-5‘5
6-544
5-364
11.067
10.840
10.565
10.278
9.870
9 420
8.880
Age
4