CONTENTS. 
1’age 
>ut at com- 
. 13 
will amount 
. . 14 
ertible more 
30 
32 
33 
35 
38 
40 
40 
41 
43 
44 
45 
45 
Art. 
Deferred Annuities: 
59. To find the present value of a deferred annuity to continue a 
limited number of years 
60. To find the annuity ....... 
61. To fiild the number of years the annuity continues 
62. To find the number of years the annuity is 
deferred ' m 
. 14 
63. To find the rate of interest . . 
• 
. 18 
. 19 
Deferred Perpetuities: 
. 19 
64. To find the present value 
• • • • 
. 20 
65. To find the annuity .... 
• • 
66. To find the number of years deferred 
i • i t 
[ 67. To find the rate of interest . 
. . . , 
, 23 
. 24 
Renewal of Leases: 
. 25 
68. To determine the fine which should be paid 
to renew any number 
. 25 
of years lapsed in the term of a lease 
• • a • 
77—88. Recapitulation of formulae . . 
57 
. 26 
89—101. Practical rules and examples . 
. 
. 27 
. 28 
. 28 
TABLES. 
No. 
Page 
46 
46 
47 
48 
48 
50 
50 
51 
51 
53 
-60 
61 
I. The decimal parts of a pound corresponding to any number of 
shillings, pence, and farthings ..... 
II. The decimal parts of a year corresponding to any number of 
days ......... 
III. The amount of £l in any number of years at compound 
interest ......... 
IV. The present value at compound interest of £ 1 due at the end 
of any number of years ...... 
V. The amount of £1 per annum in any number of years . 
VI. The present value of £l per annum for any number of years 
not exceeding'100 
VII. The annuity which £l will purchase for any number of years 
not exceeding 100 ....... 
VIII. Logarithm of the present value of £l due at the §nd of any 
number of years 
60 
71 
73 
79 
85 
91 
97 
103