Mathematics, 23.09.2020 14:01 lcar61

În triunghiul ABC medianele AM şi BN se intersectează în G. Se consideră P un punct pe segmentul AM astfel încât GM = MP. a) Arată că BPCG este paralelogram.
b) Demonstrează că punctul G este mijlocul segmentului AP.

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În triunghiul ABC medianele AM şi BN se intersectează în G. Se consideră P un punct pe segmentul AM...

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În triunghiul ABC medianele AM şi BN se intersectează în G. Se consideră P un punct pe segmentul AM astfel încât GM = MP. a) Arată că BPCG este paralelogram. b) Demonstrează că punctul G este mijlocul segmentului AP.

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În triunghiul ABC medianele AM şi BN se intersectează în G. Se consideră P un punct pe segmentul AM astfel încât GM = MP. a) Arată că BPCG este paralelogram.
b) Demonstrează că punctul G este mijlocul segmentului AP.