The Elements of Geometry: Or, The First Six Books, with the Eleventh and Twelfth of EuclidCassell, Petter, and Galpin, 1859 - 212 σελίδες |
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Αποτελέσματα 1 - 3 από τα 17.
Σελίδα 9
... coincide with the point F , because A C ( Hyp . ) is equal to DF . But the point B was proved to coincide with the point E. Therefore the base B C shall coincide with the base EF . For , the point B coinciding with the point E , and the ...
... coincide with the point F , because A C ( Hyp . ) is equal to DF . But the point B was proved to coincide with the point E. Therefore the base B C shall coincide with the base EF . For , the point B coinciding with the point E , and the ...
Σελίδα 12
... coincide with the point F , because B C is equal ( Hyp . ) to EF . And B C coinciding with E F , B A and A C shall coincide with ED and DF . For , if the base B C coincides with the base E F , and the sides BA , A C do not coincide with ...
... coincide with the point F , because B C is equal ( Hyp . ) to EF . And B C coinciding with E F , B A and A C shall coincide with ED and DF . For , if the base B C coincides with the base E F , and the sides BA , A C do not coincide with ...
Σελίδα 172
... coincide with the plane F B H , because the planes CAD and F B G coincide with one another . Because the straight lines A C and B F coincide , and the angle CA E is equal to the angle FBH . Therefore the straight line A E shall coincide ...
... coincide with the plane F B H , because the planes CAD and F B G coincide with one another . Because the straight lines A C and B F coincide , and the angle CA E is equal to the angle FBH . Therefore the straight line A E shall coincide ...
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A B and CD A B C D A B is equal adjacent angles altitude angle ABC angle B A C base B C bisected Cassell's centre circle A B C circle ABCD circumference cone cylinder D E F described diagonal diameter draw equal angles equal Ax equal Const equiangular equimultiples Euclid exterior angle given rectilineal given straight line gnomon greater homologous Illustrated inscribed join less Let A B C multiple opposite angles parallelopiped pentagon perpendicular polygon prism proposition pyramid Q. E. D. PROP rectangle contained rectilineal figure remaining angle right angles segment solid angle sphere squares of AC straight line drawn straight lines A B THEOREM three plane angles touches the circle triangle A B C triplicate ratio twice the rectangle vertex Wherefore