JB/157/006/003: Difference between revisions

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on the <hi rend="underline">first</hi> day. p.5</p><pb/>
on the <hi rend="underline">first</hi> day. p.5</p><pb/>


Addend 1 The rate of mortality being given, and the observed numbers for the whole of Age 1, the number of <del>births</del> <del>for</del> influents of Age 1 for the whole year are given: viz: they are = the observed numbers + the Decrementalists. 2 In an unreplenished Such In  each succeeding age the rate of mortality being given and the observed numbers for the whole of the age for the whole of the year i:e: for the end of the year, the number of the Influents of that age are also given. viz: they are <del>the</del> = the Remanets of the preceding age. <del>+ 1/2 the Decrementalists of the preceding Age, + 1/2 the Decrementalists of this given age</del> IN a constantly level Stock - in each secceeding age rate of mortality
<head><!-- Pencil headng -->Addend</head>
<p><!-- Pencil numbering -->1</p>
<p>The rate of mortality <lb/>
being given, <lb/>
and the observed <lb/>
numbers for the <lb/>
whole of Age 1, <lb/>
the number of <del>births</del> <lb/>
<del>for</del> influents of Age <lb/>
1 for the whole <lb/>
year are given: <lb/>
viz: they are <lb/>
= the observed numbers <lb/>
+ the Decrementalists.</p>
<p><!-- Pencil number -->2</p>
<p>In an unreplenished <lb/>
<add>Such</add> In  each succeeding <lb/>
age <lb/>
the rate of mortality <lb/>
being given <lb/>
and the observed <lb/>
numbers for the <lb/>
whole of the age <lb/>
for the whole of <lb/>
the year i:e: for <lb/>
the end of the year, <lb/>
the number of the <lb/>
Influents of that <lb/>
age are also given. <lb/>
viz: they are <del>the</del> <lb/>
= the Remanets <lb/>
of the preceding age.</p>
<p><del>+ 1/2 the Decrementalists <lb/>
of the preceding <lb/>
Age, + 1/2 <lb/>
the Decrementalists <lb/>
of this given age</del></p>
<p>In a constantly <lb/>
level Stock - in <lb/>
each succeeding <lb/>
age rate of mortality</p><pb/>





Revision as of 16:37, 28 December 2018

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Numbers Proportion

1

The Numbers of the
The Quasi-Indigenous
Stock, or
Influents of Age 1
will be the same
each year.p

1(a)

Demonstration

2

On Stock flowingexiting
in in equal
numbers duringat the
different days of every day of any
age period, the number
of Decrementalists
will be the same
as if

2

On a numberstock of
person born in
equal numbers on
every day of a period,
the number of
Decrementalists will
be the same as if
they had all been
born the middle days
p.5.

3

- And but half
as great as if they
had all been born
on the first day. p.5


---page break---

Addend

1

The rate of mortality
being given,
and the observed
numbers for the
whole of Age 1,
the number of births
for influents of Age
1 for the whole
year are given:
viz: they are
= the observed numbers
+ the Decrementalists.

2

In an unreplenished
Such In each succeeding
age
the rate of mortality
being given
and the observed
numbers for the
whole of the age
for the whole of
the year i:e: for
the end of the year,
the number of the
Influents of that
age are also given.
viz: they are the
= the Remanets
of the preceding age.

+ 1/2 the Decrementalists
of the preceding
Age, + 1/2
the Decrementalists
of this given age

In a constantly
level Stock - in
each succeeding
age rate of mortality


---page break---






Identifier: | JB/157/006/003"JB/" can not be assigned to a declared number type with value 157.

Date_1

Marginal Summary Numbering

1-10, 1-15, 1, 1a, 2-7

Box

157

Main Headings

poor plan

Folio number

006

Info in main headings field

poor plan royal soc. numbers contents math.

Image

003

Titles

numbers assumptions / numbers definitions

Category

marginal summary sheet

Number of Pages

2

Recto/Verso

recto

Page Numbering

Penner

jeremy bentham

Watermarks

tw 1794

Marginals

Paper Producer

francis hall

Corrections

jeremy bentham

Paper Produced in Year

1794

Notes public

ID Number

53376

Box Contents

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