Reports on the Madras Medical Fund / by Francis G.P. Neison.

Date:
1856
Catalogue details

Licence: Public Domain Mark

Credit: Reports on the Madras Medical Fund / by Francis G.P. Neison. Source: Wellcome Collection.

Provider: This material has been provided by the Royal College of Physicians of Edinburgh. The original may be consulted at the Royal College of Physicians of Edinburgh.

    192/304 (page 178)
    118 Table LXXH-—(continued.) Ages. lx = (3; (1) + (2) = (3) (3) + (4) = D N A.N d X \./rf = (2) X.vi (* + <*) = (4) A.d 26 86 3- 32777 4- 53995 7-86772 811156 5-97928 9-53411 1-794128 6-25385 27 87 •21272 ■51982 •73104 •07813 •80977 6-45312 1-148816 6-06024 28 88 3-08920 •49897 •58817 04471 •63288 4-29418 7-193984 5-85697 29 89 2-95667 •47976 •43641 8-01129 •44770 2-80350 4-390484 •64251 30 90 •81491 •46040 •27531 7 97786 •25322 1-79151 2-598974 •41481 31 91 ■66276 44116 7-10392 •94444 5-04836 1-11779 1-481184 5-17061 32 92 •50106 •42231 6-92337 •91102 4-83439 •682952 •7982317 4-90213 33 93 •32015 •40405 •72420 ■87759 •60179 •399751 •3984807 •60041 34 94 2-11059 •38656 •49715 •84417 •34132 •219442 •1790387 4-25295 35 95 1-85733 •37008 •22741 ■81074 4-03815 •109182 •0698567 3-84421 36 96 •54407 •35464 5-89871 ■77732 3-67603 •0474275 •0224292 3-35081 37 97 1-14613 •34023 5-48636 74390 3-23026 •0169926 •0054366 2-73533 38 98 0*60206 •32684 4-92890 •71047 2-63937 •0043588 •0010778 2-03254 39 99 o-ooooo •31442 4-31442 •67705 1-99147 •0009805 ■0000973 0-98817 i 40 100 9-04139 4-30315 3-34454 7-64363 0-98817 •0000973 •0000000 an extended pension be two, seven, and eleven years respectively, and at other ages corresponding- numbers, so as to make the increase of pension always take place at the same ages. (147.) The whole pension will therefore always consist, ' one Immediate ) ' Deferred Under age two, of . . . . Reversionary l and three - Reversionary k Annuity, j Annuities. Age 2 and under seven, of. ditto two ditto ... 7 ... eleven, of ditto one ditto, and at ... 11 and upwards, it will consist of an Immediate Reversionary Annuity only. (148.) The present value of the Daughters’ Contingent Pension will hence be At birth = (ad — aXj d) 180 + (a-^+2 — <0+2) (a~\d+7 a~\(x, <0+7) 70 + {a~\d+\i a—(x, «r; + n) 28t) At age 2 = (ad — ax>d) 270 + (a-,rf+5 — «-](*, <9 + 5) 70 + (a~\d+9 ~ a-(x,d)+o) 280 At age 7 = («<* — ax,d) 340 + (a~]d+i — «-](*,*)+#) 280 and