Angle Between Two Circle | Orthogonal Circles | Locus Based Problems

Angle between 2 circles | Condition of orthogonality | Problem solving on radical axis

Ilustration Based upon Common Chord and Radical Axis || Angle between Two Circles Condition OF Orthogonality || Parametric Equation || Pole And Polar

Orthogonality OF two circles

Ilustration Based upon Common Chord and Padical Axis|| Angle between Two Circles Condition OF Orthogonality, Parametric Equation and Pole And Polar

Word problems and Orthogonal problems

Angle of intersection of two circle and orthogonal intersection of circles

Problems based on circle

Show that the locus of points from which the tangents drawn to a circle are orthogonal, is a concentric circle. Or Find the equation of the director circle of the circle x^2 + y^2 = a^2 .

Tangent and Director circle Problems

Locus OF point if angle between two vectors given || equation OF line and circle