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Geometrical Solutions Derived from Mechanics
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Geometrical Solutions Derived from Mechanics
:
A Treatise of Archimedes
(Google eBook)
Archimedes
,
David Eugene Smith
0
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http://books.google.com/books/about/Geometrical_Solutions_Derived_from_Mecha.html?id=suYGAAAAYAAJ
Open Court Publishing Company
, 1909 -
28 pages
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Common terms and phrases
air2
altitude is equal
Archimedes
arranged
axes form
center of gravity
circle whose diameter
cone act
cone are filled
cone cat
cone sat
cone whose axes
cone whose base
construct a plane
constructed perpendicular
cut the circumference
cylinder is inscribed
cylinder whose axes
cylinder whose base
cylinder xv
cylinder-section
demonstration
diameter 38 perpendicular
diameter is irp
draw a straight
Eratosthenes
form the parallelogram
form the triangle
hemisphere
hence
inclined plane
intersect the prism
ira2
iro2
J. L. HEIBERG
largest circle
lateral boundaries
line is drawn
method
parab
parabola
parallelogram 877
parallelogram one side
parallelogram whose center
perpendicular prism
perpendicular to ay
plane is constructed
plane perpendicular
position is changed
present position
prism cut
prism with square
propositions
Quadr
radius
ratio
right conoid
scale-beam
segment a8
segment bounded
semicircle otrp
sphere is four
spherical segment
straight line 07
surface touches
transferred
triangle fay
vertex
whole prism
Bibliographic information
Title
Geometrical Solutions Derived from Mechanics: A Treatise of Archimedes
Authors
Archimedes
,
David Eugene Smith
Translated by
Johan Ludvig Heiberg
,
Lydia Gillingham Robinson
Edition
reprint
Publisher
Open Court Publishing Company, 1909
Original from
Harvard University
Digitized
Jul 27, 2007
Length
28 pages
Subjects
Geometry
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