Great Books of the Western World, Band 11Robert Maynard Hutchins Encyclopædia Britannica, 1952 |
Im Buch
Ergebnisse 1-3 von 94
Seite 111
... rectangle AB , F , for AG is equal to F ; and DH is the rectangle CD , E , for E is equal to CH ; therefore the rectangle contained by AB , F is equal to the rectangle contained by CD , E. Next , let the rectangle contained by AB , F be ...
... rectangle AB , F , for AG is equal to F ; and DH is the rectangle CD , E , for E is equal to CH ; therefore the rectangle contained by AB , F is equal to the rectangle contained by CD , E. Next , let the rectangle contained by AB , F be ...
Seite 217
... rectangle B , C. D- E. [ x . 21 ] Then since , as the rectangle A , B is to the rectangle B , C , so is A to C ' ; while the square on D is equal to the rectangle A , B , and the rectangle D , E is equal to the rectangle B , C ...
... rectangle B , C. D- E. [ x . 21 ] Then since , as the rectangle A , B is to the rectangle B , C , so is A to C ' ; while the square on D is equal to the rectangle A , B , and the rectangle D , E is equal to the rectangle B , C ...
Seite 219
Robert Maynard Hutchins. But the rectangle AB , BC is medial ; therefore the rectangle AB , EF is also medial . But the rectangle AB , EF is equal to the rectangle AF , FB ; therefore the rectangle AF , FB is also medial . [ x . 21 ] [ x ...
Robert Maynard Hutchins. But the rectangle AB , BC is medial ; therefore the rectangle AB , EF is also medial . But the rectangle AB , EF is equal to the rectangle AF , FB ; therefore the rectangle AF , FB is also medial . [ x . 21 ] [ x ...
Inhalt
DEFINITIONS POSTULATES | 1 |
DEFINITIONS | 30 |
DEFINITIONS | 41 |
Urheberrecht | |
18 weitere Abschnitte werden nicht angezeigt.
Häufige Begriffe und Wortgruppen
angle ABC angle BAC apotome axis base BC is equal bisected centre of gravity circle ABCD circumference commensurable in length commensurable in square cone continued proportion cube cylinder diameter drawn parallel ellipse equal angles equiangular equimultiples Eucl frustum given straight line gnomon greater hyperbola incommensurable inscribed less Let ABC let the straight magnitudes medial straight line meet multiplying opposite sections parabola parallelogram perpendicular plane plane of reference point of contact polygon prime prism produced PROPOSITION 14 proved pyramid Q. E. D. PROPOSITION ratio rational straight line rect rectangle contained remaining angle right angles segment side similar Similarly solid sphere square number squares on AC straight line AB straight line AC straight lines commensurable surface tangent trgl triangle ABC twice the rectangle vertex