In `Delta, A(5,6)` and its centroid is `(2,3)` then midpoint of the side `BC` is

In Delta ABC,A(5,6) and its centroid is (2,3) then mid point of the side BC is

If vertex A of triangle ABC is (3,5) and centroid is (-1,2) , then find the midpoint of side BC.

If vertex A of triangle ABC is (3,5) and centroid is (-1,2) , then find the midpoint of side BC.

If vertex A of triangle ABC is (3,5) and centroid is (-1,2) , then find the midpoint of side BC.

If vertex A of triangle ABC is (3,5) and centroid is (-1,2) , then find the midpoint of side BC.

In DeltaABC , centroid = (2, 0). If (1, 3) is the midpoint of BC, then A =

The coordinates of the vertex A of the triangle ABC are (2,5), if the centroid of the triangle is at (-2, 1), then the coordinates of the mid-point of the side BC are-

The coordinates of the vetex A of the triangle ABC are (2,5,-3), if centroid of the triangle is at (-2,1,3), find the coordinates of the mid points on the side BC.

The coordinates of the vertex A of Delta ABC are (2,5), if the centroid of the triangle at (-2,1), find the coordiinates of the mid-point of the side overline(BC) .

The coordinates of the vertex A of the triangle ABC are (-3,-4,-2) , if the coordinates of its centroid are (1,-2,2) , then find the coordinates of the mid -point of the side bar(BC) .