In a triangle `ABC, a = 5, b = 7 and sinA = 3/4` how many such triangles are possible.

In triangle ABC,a= 5,b=7 and sin A =3/4 how many such triangle are possible

In triangle ABC,a= 5,b=7 and sin A =3/4 how many such triangle are possible

In triangle ABC, a=2, b=3 and sinA=(2)/(3) ,then B is equal to

If in a triangle ABC, a=3, b=5 and c=7, show that the triangle is obtuse angled.

If the data given to construct a triangle ABC are a = 5, b= 7, sin A=3//4 , then it is possible to construct

If the data given to construct a triangle ABC are a = 5, b= 7, sin A=3//4 , then is it possible to construct?

If the data given to construct a triangle ABC are a = 5, b= 7, sin A=3//4 , then it is possible to construct

If the data given to construct a triangle ABC are a=5, b=7, sinA=3/4 , then it is possible to construct

In /_\ABC , if a = 3. b = 5 and c =7, show that the triangle is obtused.