Consider the triangle with vertices `A(-2, 4), B(10,-2), C(-2,- 8).` If `G` is the centroid of the triangle,find the area of the triangle `BGC.`

Consider the triangle with vertices (0,7,-10) , (1,6,-6) and (4,9,-6) Find the centroid of the triangle.

Consider the triangle with vertices A(0, 0), B(5, 12) and C(16, 12) , find the centroid of triangle ABC

ABC is a triangle.The coordinates of whose vertices are (-2,4),(10,-2) and (-2,-8).G is the centroid of triangle ABC, then area of the triangle GBC is equal to 26(b)36 (c) 24 (d) 39

Consider the triangle ABC with vertices A(1,1,1), B(1,2,3) and C(2,3,1).Hence find the area of the triangle.

Consider the triangle whose vertices are (-1,0),(5,-2) and (8,2). Find the centroid of the triangle.

ABC is a triangle. The coordinates of whose vertices are (-2,4),(10 ,-2)a n d(-2,-8) . G is the centroid of triangle A B C , then area of the triangle G B C is equal to 26 (b) 36 (c) 24 (d) 39

Find area of the triangle with vertices (2,7),(1,1),(10,8).

A B C is a triangle. The coordinates of whose vertices (-2,4),(10 ,-2)a n d(-2,-8)dotG is the centroid of triangle A B C , then area of the triangle G B C is equal to 26 b. 36 c. 24 d. 39

A B C is a triangle. The coordinates of whose vertices (-2,4),(10 ,-2)a n d(-2,-8)dotG is the centroid of triangle A B C , then area of the triangle G B C is equal to 26 b. 36 c. 24 d. 39

Consider the triangle whose vertices are (0,6) , (8,12) and (8,0). Find the centroid of the triangle.