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Definitions<lb/> | Definitions<lb/> | ||
<del>in</del> of Euclid<lb/> | <del>in</del> of Euclid<lb/> | ||
Stone's Euclid</note> | |||
<p>27. Amongst <del>right</del> three sided figures that<lb/> | <p>27. Amongst <del>right</del> three sided figures that<lb/> |
4
H Jan 3. 1832 Posology.
Observations on
Definitions
in of Euclid
Stone's Euclid
27. Amongst right three sided figures that
is a right-angled triangle which has
a right angle.
No triangle that can be can
have more than one right angle &
this defines what seems to be intended by this
definition is that right angled triangles with
more than one are not inconsistent.
28. M as in Euclid
29. An acute angled triangle is
that all the angles of which are
necessarily acute. A triangle
A triangle may have its three
angles acute angles: but in a right
angled triangle & in a obtuse-angled
triangle two angles cannot but be
acute.
30 Amongst four-sided figures that is
a square whose sides are all equal
to one another & its angles are right
angles & equal to each other.
31. That is an oblong the angles of
which are right angles but the sides not
equal sided although the opposite
sides are equal.
32. That a rhombus the sides are
equal but not right angled & of each pair of angles
the two opposite are equal to each
other & in each pair Of the four angles of which it
is are contained in it two are equal
to one another but not to the
other pair.
Identifier: | JB/135/165/001"JB/" can not be assigned to a declared number type with value 135. |
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135 |
posology |
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165 |
posology |
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001 |
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text sheet |
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recto |
d4 |
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jeremy bentham |
street & co 1830 |
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antonio alcala galiano |
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1830 |
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46283 |
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