If ABC , Ge=27 what is the length of Be

Welcome to qc. Is there a chart or something that corresponds with this problem? Because we aren't given enough information to solve this. Thanks.

An acute triangle A B C is drawn. E is the midpoint of side A C. Segment A E and segment C E are labeled with double tick mark. F is the midpoint of side A B. Segment A F and segment F B are labeled with single tick mark. D is the midpoint of side B C. Segment B D and segment C D are labeled with triple tick mark. Line segment A D and C F and B F are medians of the triangle. Medians intersect with each other at an interior point labeled as G.

like a first step draw this acute triangle ABC

so than i understand it right given the acute triangle ABC and the intersection point of medians is point G given that the length of GE = 27 and we need to calcule BE = ?

- so first of all do you know what mean median - what line is a median for a triangle ?

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