Largest median of a triangle ABC is 10 and ▲ ABC is a right angle triangle having hypotenuse as 12, find the lengths of the remaining two medians.

In a triangle ABC, BD and CE are the two medians which intersect each other at right angle. AB=22, AC=19, Find BC.

In a triangle ABC, AB = 16, BC = 20, AC = 18. D and E are the points on lines AB and AC respectively such that AD + AE = 25 and the area of triangle ADE is half the area of triangle ABC. Find DE^{2}.

In ΔABC, BD is a median and E is a point on AB such that AE : EB = 3 : 4. BD and CE intersect at O. If the area of ΔBOE and the quadrilateral ADOE is 32 cm² and 45 cm² respectively, then find the area (in cm²) of ΔDOC.

Area of ΔDOC is 21cm^2.

Length of smaller of two sides is equal to 36 units.

In ∆ABC , the median from A is perpendicular to the median from B . If AC = 6 units and BC = 7 units , then what is the length of AB ?

Length of AB is (17)^1/2 units.