In a `DeltaABC`, the median to the side BC is of length `1/sqrt(11-6sqrt3)` and it divides the `angleA` into angles `30^@` and `45@.` Find the length of the side BC.

In a Delta ABC, the median to the side BC is of length (1)/(sqrt(11-6sqrt(3))) and it divides the /_A into angles 30^(@) and 45@. Find the length of the side BC.

In a DeltaABC if the length of the sides are sqrt(2), sqrt(6) and sqrt(8) , then the measures of the angles are

In triangle ABC, AB=6,AC=3sqrt6,angleB=60^@" and " angle C=45^(@) . Find length of side BC.

In a !ABC the length of the median AD to the side BC is 4 units. If angleA=60^(@) and the area of the triangle is 2sqrt3 sq. units. The length of side BC, is

In Delta ABC , angle A is 120^(@), BC + CA = 20, and AB + BC = 21 Find the length of the side BC

In a DeltaABC , Median AD perpendicular to side BC . Find the value of tanA/tanB

Two sides of a triangle are of lengths sqrt(6) and 4 and the angle opposite to smaller side is 30. How many such triangles are possible? Find the length of their third side and area.

Two sides of a triangle are of lengths sqrt(6) and 4 and the angle opposite to smaller side is 30. How many such triangles are possible? Find the length of their third side and area.

the length of side AB and side BC a scalene triangle ABC are 12cm and 8cm respectively the value of angle C is 59 .find the length of side AC

If the lengths of the sides BC, CA and AB of Delta ABC are a,b, and c repspectively and AD is the bisector of angleA then find the length of BD and DC.