The triangle ABC has medians AD, BE, and CF, and centroid G. Medians AD and BE are perpendicular.
a)[FONT="] [/FONT]1)What is the relationship of the length BC to the length GD?
b)[FONT="] [/FONT]2)Prove that AG=BC
I solve the first problem, GD is 1/6 of BC. But there is no way that AG=BC, from what I can see, AG=2GD=2x1/6BC=1/3BC. What am I doing wrong?
a)[FONT="] [/FONT]1)What is the relationship of the length BC to the length GD?
b)[FONT="] [/FONT]2)Prove that AG=BC
I solve the first problem, GD is 1/6 of BC. But there is no way that AG=BC, from what I can see, AG=2GD=2x1/6BC=1/3BC. What am I doing wrong?