CONTENTS.
Art.
191. To find the annual premium for an assurance .
192. Mode of constructing column M .....
195. To find the annual premium payable for a limited number of
years .........
Deferred and Temporary Assurances:
197. To find the single premium for a temporary assurance
To find the same by Davies’s method ....
To find the annual premium for a temporary assurance ,
To find the present value of a deferred assurance
To find the annual premium ......
To find the single and annual premium for a deferred assur
ance, by Davies’s Tables ......
Survivorship Asswances:
213. To find the present value of an assurance on one life against
another . .
To find the value of a sum payable on the failure of one life
provided another shall have failed previously .
Fortnula by Davies’s method for one life against another
Formula for one life against another for t years .
To find the single premium for the assurance of £1 payable
on the death of A, provided he die before B, or within t
years after the death of B . . . . . .
On successive lives ........
Loans secured by Assurance:
244. To find the annuity to be required on a single life for a
certain amount of purchase-money, so as to allow the
purchaser a given rate of interest beside the premium
necessary to secure his capital by a life assurance , ,
Valuation of Policies:
252. To find the value of a policy ......
Increasing and Decreasing Scale of Premiums:
257. To find the annual premium that should be required during
the first t years, supposing the annual premium to increase
or decrease a certain sum every t years, and at the end of
v intervals of t years each the premium to continue con
stant during the remainder of life .....
To find the value of a policy payable by increasing or decreas
ing premiums ........
Increasing and Decreasing Annuities :
2G2. To find the value of an increasing annuity certain .
264. To find the value of an increasing life annuity .
265. To find the value of a decreasing life annuity
Increasing and Decreasing Assurances :
266. To find the single and annual premium for an increasing life
assurance ,
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