In triangle 'ABC,(4,2)' is the mid point of 'AB'. The mid point of 'BC' is '(5,4)', the mid point of 'AC' is '(3,3)'
Draw a rough figure.
Find the vertices of the triangle.

In the figure small triangles are drawn joining the mid points of large triangle. Find the perimeter of large triangle.

In the figure small triangles are drawn joining the mid points of large triangle. Find the length of sides of large triangle.

Find the mid point of the line segment joining the points (3,0), (-1,4).

Find the position vector of the mid point of the vector joining the points P(2,3,4)and Q(4,1,-2).

In the figure,AD is the line joining a vertex to the mid point of the opposite side. G is a point on AD which divides AD in the ratio 2:1 as AG:GD=2:1 Name the triangle having equal area in the picture

The mid point of the line joining the points (-10,8) and (-6,12) divides the line joining the points (4,-2) and (-2,4) in the ratio

Consider the point A (0,0), B(4,2) and C (8,0) Find the mid-point of AB.

Prove that A(6,4),B(5,-2),C(7,-2) is an isosceles triangle. If D is the mid point of the side BC ,find the coordinates of D. Calculate the length of this median. Also find the coordinates of centroid.