Given `B=45^(@), c= sqrt(12), b= sqrt(8)`, solve the triangle.

If B=30^(@), b=3sqrt(2)-sqrt(6), c=6-2sqrt(3) , solve the triangle.

If b=sqrt3 ,c=1and A=30^@ ,solve the triangle ABC.

In DeltaABC , given /_A=45^(@) , /_B=105^(@) , c=sqrt(2) , then

Given the following data which, can form two triangles? I. angleC=30^(@),c=8,b=12 II. angleB=45^(@),a=12sqrt(2),b=12sqrt(2) III. angleC=60^(@),b=12,c=5sqrt(3)

In Delta ABC, if sin A+sin B+sin B+sin C=1+sqrt(2) and cos A+cos B+cos C=sqrt(2) then the triangle is

Given b=2,c= sqrt3 and A= 30^@, then in-radius of triangle ABC is

The angles of a triangle ABC are in A.P. and it is being given that b:c= sqrt(3) : sqrt(2) , find angleA .

The angles A,B and C of a triangle ABC are in A.P. If b:c=sqrt(3):sqrt(2) , then the angle A is

The sides a,b and c of a triangle satisfy sqrt(a)+sqrt(b)=sqrt(c) the triangle is