MENU
Question -

If G be the centroid of a triangle ABC and P be any other point in the plane, prove that PA² + PB² + PC² = GA² + GB² + GC² + 3GP².



Answer -

In AABC, G is the centroid of it Let P (h, x) is anypoint in the plane
Let co-ordinates of A are (x1,y1) of B are (x2, y2) and of C are (x3, y3)

Hence proved.

Comment(S)

Show all Coment

Leave a Comment

Free - Previous Years Question Papers
Any questions? Ask us!
×