In figure `DeltaABC` to an equalateral triangle with coordinate of `B and C` an `B(1,0) and C(5,0)` Find the co ordinate of value `A`.

In figure Delta ABC to an equalateral triangle with cordinate of B and C an B(1,0) and C(5,0) Find the co ordinate of value A.

In Fig.,delta ABC is an equilateral triangle with coordinates of B and C as B(1,0) and C(5,0) . Find the coordinates of vertex A

In the given figure, ABC is an equilateral triangle with co-ordinates of B and C as B(-3, 0) and C(3, 0). The co-ordinates of the vertex A are

In DeltaABC,angleA=90^(@) and the co-ordinates of points B and C are (2,-4) and (1,5) . Find the equation of the circumcircle of Delta ABC .

In DeltaABC,angleA=90^(@) and the co-ordinates of points B and C are (2,-4) and (1,5) . Find the equation of the circumcircle of Delta ABC .

In any DeltaABC, is 2 cos B=a/c, then the triangle is

In any DeltaABC, is 2 cos B=a/c, then the triangle is

In any DeltaABC, is 2 cos B=a/c, then the triangle is