The centroid of a triangle ABC is 8 cm from the vertex A. What is the length of the median of the triangle through A?
In the given triangle ABC, the point P is the intersection of all the medians. The length of AE is 24 cm. Then what is the length of AP?
AE is a median to side BC of triangle ABC. If area(∆ABC) = 24 cm, then area(∆ABE) =
In △ABC, AD, BE and CF are medians, and G is centroid. If AD=15 cm, find AG.
In the above triangle ABC, point P is the centroid of the triangle. The length of AE is 15 cm. Find the length of AP and PE.