...altitude AT into equal parts Ax, xy, yz, Sic. each less than An, and let k be one of those parts ; through the points of division pass planes parallel...the plane of the bases ; the corresponding sections formed by these planes in the two pyramids will be respectively equivalent by the last Corollary, namely,...

...the altitude AT into equal parts Ax, xy, yz, &c. each less than Aa, and let k be one of those parts ; through the points of division pass planes parallel...the plane of the bases ; the corresponding sections formed by these planes in the two pyramids will be respectively equivalent, namely DEF to def, GHI...

...the altitude AT into equal parts Ax, xy, yz, &c> each less than Aa, and let k be one of those parts ; through the points of division, pass planes parallel to the plane of the hases : the corresponding sections forihed by these planes in the two pyramids will be respectively...

...the altitude AT into equal parts Ax, xy, yz, &c. each less than Aa, and let k be one of those parts ; through the points of division pass planes parallel...the plane of the bases ; the corresponding sections formed by these planes in the two pyramids will be respectively equivalent, namely DEF to def, GHI...

...altitude AT into equal parts Ax, xy, yz, dec., each less than Aa, and let h be one of those parts : through the points of division pass planes parallel...the plane of the bases : the corresponding sections formed by these planes in the two pyramids will be respectively equivalent, namely, DEFto def, GHI...

...altitude AT into equal parts .Ax, xy, yz, &c., each less than Aa, and let k be one of those parts : through the points of division pass planes parallel...the plane of the bases : the corresponding sections formed by these planes in the two pyramids will be respectively equivalent, namely, DEF to def, GHI...

...altitude AT into equal parts AST, xy, yz, &c., each less than Aar, and let k be one of those parts ; through the points of division, pass planes parallel...the plane of the bases : the corresponding sections formed by these planes in the two pyramids will be respectively equivalent, (B. VII, Prop, xiv,) namely,...

...altitude AT into equal parts Ax, xy, yz, &c-, each less than Aa, and let k be one of those parts : through the points of division pass planes parallel...the plane of the bases : the corresponding sections formed by these planes in the two pyramids will be respectively equivalent, namely DEF to def, GHI...

...altitude AT into equal parts A#, xy, yz, etc., each less than Aa, and let k be one of those parts ; through the points of division, pass planes parallel...the plane of the bases : the corresponding sections formed by these planes in the two pyramids will be respectively equivalent (T. XIV., C.), namely, DEF...

...with their vertices in the same direction, and divide the altitude into any number of equal parts. Through the points of division pass planes parallel...plane of the bases ; the corresponding sections made in the pyramids by these planes are equivalent, (Th. 12, Cor. 2) ; that is, the triangle DEF is equivalent...