SOLUTION: If G is the centroid of a triangle then prove ABG=ACG=BCG with the help of co ordanite gemotary

Algebra.Com
Question 1066078: If G is the centroid of a triangle then prove ABG=ACG=BCG with the help of co ordanite gemotary
Answer by ikleyn(52780)   (Show Source): You can put this solution on YOUR website!
.
If G is the centroid of a triangle then prove ABG=ACG=BCG with the help of co ordanite gemotary
~~~~~~~~~~~~~~~~~~~~~

I can prove it with the help of coordinate geometry,

but I can not do it with the help of "co ordanite gemotary".



RELATED QUESTIONS

The centroid of a triangle is the point of concurrency of what lines of a... (answered by mananth)
Find the centroid of triangle EFG with vertices at E(-4, 1), F(2,3), and G(-4,-1). Thanks (answered by ewatrrr)
if (2,4) is the location of the centroid of a triangle. which CANNOT be the coordinates... (answered by Fombitz)
please help me! i dont know how to do this... find coordinates of for the centroid... (answered by Fombitz)
In triangle ABC, G is the centroid and BE is a median. BE=9. What are the lengths of BG... (answered by robertb)
If point P is the centroid of triangle ACE and CP = 16, find PF and... (answered by ikleyn)
The centroid of a triangle is ____?____ the circumcenter of a triangle. A. Always B.... (answered by richard1234)
Can you please help me with this question: The altitudes of a triangle are concurrent (answered by jim_thompson5910)
please help me solve this question The vertices of a triangle are (1,a)(2,b)(c... (answered by KMST)