★ Find a new page to transcribe in our list of Untranscribed Manuscripts
1831 May 7
Posology Morphoscope
---page break---
Ch. SS Genesis Analytic
1 Synthetic
1 Analytic
16
Lines are 1. right
or say straight 2. curve
2 curve.
16 Of lines there are two species: 1 the right or say strict line,
and the curve line.
17 Of right lines or say strict species of line there is no subspecies 17
Of right lines subspeciessubspecies
none
18 Of the curve species line there are two immediate subspecies in number 18
Curve-lines
subspecies are
1. recurrent, 2, non-recurrent
infinite of the first order: namely 1 the recurrent and 2dly the
non-recurrent. [Of the recurrent curve there are two species:
namely that which is most simple in its configuration, the circle, is say the cycle as above
and that which is
least simple in its
configuration the cycloid.
—
(3) 23 Solids by Nature where without the
of view beingsay physically prudent in existence to solids produced
by with the the interaction of new, have the physically produced 19
In the recurrent
curve every line or
what say passing through
it cuts it into two
equal parts is called
diameter
or say after solid: and the most of analysis of
which the first is the subject matter and exhibits the exemplifications preference is
to the levels of analysis of which the is the subject
matter and exhibits the preferences.
—
(5)
20
A circle has but
one such diameter
235 So much for the present. So much as to the analytic
genesis of morphoscopic of species. 21
Of recurrent curves
species two: 1 most
simple in its configuration
the circle circle: least so, the ellipse,
about might be
the cycloid:
it being to a circle
in a cycle
what a spherical is
a sphere.
A circle has but
one such diameter
, what the synthetic
—
(2)
19 Of the In a recurrent curve, any right line which
passing through it, cuts it or say divides it into two
puts equal to each other is called a diameter
20 A circle has but one such diameter
21. A cycloid is to a circle or say cycle what a spheroid is to a sphere.
20 A circle has but one such diameter
212. A cycloid has two such diameters: differing 22
A cycloid is
called also an ellipsis
has two one longer the
other shorter each
cutting the circle
into two equal laves
called semicircles.
—
from an in length: namely the longer diameter, and
the shorter diameter but each of them dividing the curve into
two parts equal to each other.
—
(4)
22 . Prior in existence to the artificially produced solid is
24 of course the naturally existing solids | 24 Small in the extreme is the existing number
of the exemplications that of the naturally existing regular solids sole exemplications
Identifier: | JB/135/203/001"JB/" can not be assigned to a declared number type with value 135. |
|||
---|---|---|---|
1831-05-07 |
16-24 |
||
135 |
posology |
||
203 |
posology |
||
001 |
|||
text sheet |
1 |
||
recto |
d4 / e4 |
||
jeremy bentham |
|||
46321 |
|||