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<head>Prefat. (11</head> | |||
<p><note>Proportion<lb/> dissimilar</note><lb/> | |||
those of the others.but if not the Proportion between<lb/> | |||
the number of one Pair is different from that <lb/> | |||
between those of the other.</p> | |||
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<p>If the Antecedent of one Pair excedes or is exceded by its<lb/> | |||
consequent the same number of aliquots that the<lb/> | |||
Antecedent of the other pair excedes or is exceded by<lb/> | |||
its Consequent, the Antecedent of<del> the first</del> <add>one</add><lb/> | |||
pair is said to have <add>be on</add> the same Proportion <lb/> | |||
to its Consequent as the Antecedent of <lb/> | |||
the other to its Consequent. there is said <lb/> | |||
to be the same proportion between the<lb/> | |||
members of the<del> first</del> <add>one</add> Pair as between those <lb/> | |||
<note>Proportion<lb/> | |||
Similar<lb/> its Synonoma</note><lb/> | |||
of the other. The first <add>one</add> pair is said to <lb/> | |||
be in the same proportion as the second <add>other</add>. <lb/> | |||
These Quantities are said to be proportionals.</p> | |||
<p>But if the Antecedent of one Pair excedes its Consequent<lb/> | |||
a greater Number of aliquots than the Antecedent<lb/> | |||
of the other Pair excedes its Consequent</p> | |||
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<p><del>If <gap/></del> The Antecedent of the second Pair being <lb/> | |||
thus divided into the same number of aliquots as the <lb/> | |||
Antecedent of the first pair, <del><gap/></del>let a quantity<lb/> | |||
equal to one of these aliquots be assumed. <del>in<lb/> | |||
the common</del> now if this quantity repeated the<lb/> | |||
same Number of times as the<del> Component</del> <add>common measure</add> of<lb/> | |||
the first pair<del> was to</del> would be to equal the<lb/> | |||
consequent of the first pair, <del>then</del> if so often</p> | |||
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{{Metadata:{{PAGENAME}}}} | {{Metadata:{{PAGENAME}}}}{{Completed}} | ||
Prefat. (11
Proportion
dissimilar
those of the others.but if not the Proportion between
the number of one Pair is different from that
between those of the other.
If the Antecedent of one Pair excedes or is exceded by its
consequent the same number of aliquots that the
Antecedent of the other pair excedes or is exceded by
its Consequent, the Antecedent of the first one
pair is said to have be on the same Proportion
to its Consequent as the Antecedent of
the other to its Consequent. there is said
to be the same proportion between the
members of the first one Pair as between those
Proportion
Similar
its Synonoma
of the other. The first one pair is said to
be in the same proportion as the second other.
These Quantities are said to be proportionals.
But if the Antecedent of one Pair excedes its Consequent
a greater Number of aliquots than the Antecedent
of the other Pair excedes its Consequent
If The Antecedent of the second Pair being
thus divided into the same number of aliquots as the
Antecedent of the first pair, let a quantity
equal to one of these aliquots be assumed. in
the common now if this quantity repeated the
same Number of times as the Component common measure of
the first pair was to would be to equal the
consequent of the first pair, then if so often
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Identifier: | JB/135/040/003"JB/" can not be assigned to a declared number type with value 135. |
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not numbered |
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135 |
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040 |
prefat. |
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003 |
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copy/fair copy sheet |
4 |
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recto |
f9 / f10 / f11 / f12 |
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sir samuel bentham |
[[watermarks::[gr with crown] [pro patria motif]]] |
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46158 |
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