Geometria pura elementare, per S. Pincherle.

90 Geomelria piana. Essendo con ci6 il triangolo EBC isoscele (1) sara BC BIE. Ma dal triangolo AECin cui BD 6 parallela alla EC si ha (2) CD: DA- BE: BA onde CD: DA BC: BA: c. d. d. TEOIIEMA, 2. La bisettrice B1)' dell'angolo esterno nel vertice )1 del triangolo ABGC, determina sul prolungamento della base due segtienti AD', C1)' proporzionali ai lati AB, CB. B/ AZ -- ^^^- __ -_:. Fig. 69. Dal punto C si liri la parallela alla biseltrice fino all'incontro in E' col lato BA; gli angoli BE'C, HBD' sono eguali come corrispondenti, e gli angoli BCE', CBD sono eguali come alterni(1) ~ 1I, teor. 4. (2) ~ XII, teor. 2.

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Title
Geometria pura elementare, per S. Pincherle.
Author
Pincherle, Salvatore, 1853-1936.
Canvas
Page 72
Publication
Milano,: U. Hoepli,
1895.
Subject terms
Geometry

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"Geometria pura elementare, per S. Pincherle." In the digital collection University of Michigan Historical Math Collection. https://name.umdl.umich.edu/acv2273.0001.001. University of Michigan Library Digital Collections. Accessed May 1, 2025.
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