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<head>OBSERVATIONS CRITICAL</head>
<head>OBSERVATIONS CRITICAL</head>


1. EACH TO EACH. <del>An impression used by Euclid to</del><add>The meaning intended to be conveyed</add><lb/>
<p>1. EACH TO EACH. <del>An impression used by Euclid to</del><add>The meaning intended to be conveyed</add><lb/>
<add>by this expression is</add> <del>convey and Idea</del> directly opposite to the <sic>litteral</sic> <del>meaning</del><add>one</add><lb/>
<add>by this expression is</add> <del>convey and Idea</del> directly opposite to the <sic>litteral</sic> <del>meaning</del><add>one</add><lb/>
For example in the 4 Prop of 1. Book there is a Triangle <del>the</del>
For example in the 4 Prop of 1. Book there is a Triangle <del>the</del>
Line 11: Line 11:
three angles which are said <del>to be</del> to be equal to the 3 angles<lb/>
three angles which are said <del>to be</del> to be equal to the 3 angles<lb/>
<del>to be equal each to each <gap/> one of the angles</del><lb/>
<del>to be equal each to each <gap/> one of the angles</del><lb/>
of another Triangle each to each. <gap/> <gap/> of the<lb/>
of one triangle, and it must be equal to each of<lb/>
those in the Triangle <del>assume</del><add>take</add> another and that<lb/>
must be equal to each those of the other Triangle<lb/>
again <del>assume</del><add>take the</add> <del>a</del> third and this must be<lb/>
equal to each of the other Triangle this one<lb/>
assumed then is equal to any assumed are of the<lb/>
other triangle.  Again assume some other in <del>the</del><lb/>
<del>same</del><add>one</add> triangle and <del>by</del> in the same manner<lb/>
it may be found equal to any assumed one<lb/>
in the other. lastly assume the third angle<lb/>
and in the <del><gap/></del> same manner prove this<lb/>
equal to any assumed one in the other.<lb/>
now then we have proved that every<lb/>
one angle of one triangle is equal<lb/>
any one of the other wherefore they are all<lb/>
equal. But Euclid put this expression<lb/>
to prevent the 3 angles of one Triangle<lb/>
to be thought equal to the other in the<lb/>
other any one to any one. Wherefore<lb/>
his expression is false. vid EACH to ONE.</p>


<del>Each to Each</del>&#x2014;<lb/>





Revision as of 13:42, 24 May 2017

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OBSERVATIONS CRITICAL

1. EACH TO EACH. An impression used by Euclid toThe meaning intended to be conveyed
by this expression is convey and Idea directly opposite to the litteral meaningone
For example in the 4 Prop of 1. Book there is a Triangle the A Triansuppose 2 Triangle to be given when angles are ard
three angles which are said to be to be equal to the 3 angles
to be equal each to each one of the angles
of another Triangle each to each. of the
of one triangle, and it must be equal to each of
those in the Triangle assumetake another and that
must be equal to each those of the other Triangle
again assumetake the a third and this must be
equal to each of the other Triangle this one
assumed then is equal to any assumed are of the
other triangle. Again assume some other in the
sameone triangle and by in the same manner
it may be found equal to any assumed one
in the other. lastly assume the third angle
and in the same manner prove this
equal to any assumed one in the other.
now then we have proved that every
one angle of one triangle is equal
any one of the other wherefore they are all
equal. But Euclid put this expression
to prevent the 3 angles of one Triangle
to be thought equal to the other in the
other any one to any one. Wherefore
his expression is false. vid EACH to ONE.

Each to Each




Identifier: | JB/135/026/002"JB/" can not be assigned to a declared number type with value 135.

Date_1

Marginal Summary Numbering

1

Box

135

Main Headings

Folio number

026

Info in main headings field

observations critical

Image

002

Titles

Category

copy/fair copy sheet

Number of Pages

2

Recto/Verso

recto

Page Numbering

Penner

sir samuel bentham

Watermarks

[[watermarks::[gr with crown] [pro patria motif]]]

Marginals

sir samuel bentham

Paper Producer

Corrections

Paper Produced in Year

Notes public

ID Number

46144

Box Contents

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