Home
Class 12
MATHS
[" 20In a triangle ABC,the median to the...

[" 20In a triangle ABC,the median to the side BC is of length "(1)/(sqrt(11-6sqrt(3)))" and it divi "],[" into the angle "30^(@)" and "45^(@)" .Then length of side "B" c is "]

Promotional Banner

Similar Questions

Explore conceptually related problems

In a triangle ABC, the median to the side BC is of length 1/sqrt(11 - 6 sqrt3) and it divides A into the angles 30^(@)" and " 45^(@) then length of side BC is

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 , 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 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 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 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 !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 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 a triangle ABC, the length of the side AB is 2m, the angle at C is 60^@ and the angle at B is 30^@ , what is the length of side AC?

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