Centroid Formula

Find the coordinates of centroid of a triangle whose vertices are (4, 7), (8, 4) and (7, 11)

The points (7, – 6), (2, k) and (h, 18) are the vertices of triangle. If (1, 5) are the coordinates of centroid, find the value of h and k

A(h, –6), B(2, 3) and C(–6, k) are the co–ordinates of vertices of a triangle whose centroid is G (1, 5). Find h and k.

In the following example, can the segment joining the given point form a triangle ? If triangle is formed, state the type of the triangle considering side of the triangle.

P(–2,–6) , Q(–4,–2), R(–5,0)

LMNP is a parallelogram. From the information given in the figure fill in the following boxes.
MN = cm
PN = cm
∠ M =
∠ N =

Find the centroid of the triangle whose vertice is given below.

(4, 7), (8, 4), (7, 11)

Find the centroid of the triangle whose vertice is given below.

 (3, –5), (4, 3), (11, –4)