Home
Class 11
MATHS
In a DeltaABC, the median to 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.

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

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^2+AC^2=122 and BC=10. Find the length of the median of side BC.

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

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

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

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