In `DeltaABC`, `/_ABC=90^(@)`, `AB=12`, `BC=16` and seg `BP` is the median drawn to side `AC`. Find the length of seg `BP`.

In DeltaABC, AB=10, AC=7, BC=9, then find the length of the median drawn from point Cto side AB.

In Delta ABC, AB^(2) + AC^(2) = 122 and BC = 10 Find the length of the median on side BC.

In DeltaABC,angleABC=90^@, AB = 16 cm and BC = 12 cm. If P is the mid-point of AC, find the length of BP.

In triangle ABC , AB=10, AC=7, BC=9. Find the length of the median drawn from point C to side AB.

In Delta ABC, AB = 10, AC = 7, BC = 9 find the length of the median drawn from C to side . AB. Given (i) In Delta ABC, "seg " CM "is a median" (ii)AB = 10, AC = 7 BC = 9

In triangle ABC, AB^2+AC^2=122 and BC=10. Find the length of the median of side BC.

In triangle ABC,/_BAC=90^(@) and AB=AC. Seg AP is perpendicular to side BC.D is any point on side BC.Prove that 2(AD)^(2)=(BD)^(2)+(CD)^(2)