In `DeltaABC`,
if the sides are `7, 4sqrt(3) and sqrt(13)` cm, prove that the smallest angle is `30^(@)`.

In a DeltaABC , if a = 3, b=2sqrt(3) and c=sqrt(3) , then A=

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 a = 40, c=40sqrt(3) and B=30^(@) , then the triangle is

In a DeltaABC , in the sum of two sides is sqrt(3) times their difference and the included angle is 60^0 , find the difference of the remaining angles.

With the usual notation in DeltaABC if angleA+angle B=120^(@),a=sqrt(3)+1 and b=sqrt(3)-1 then the ratio angle A:angleB is

If x= (7+4sqrt(3)), prove that x+1//x= 14

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 , if A=30^(@) , C=105^(@) and b=3sqrt(2) , then a =

In a DeltaABC if a = 2, b=sqrt(6),c=sqrt(3)+1 , then cos A=