INTERSECTION OF CIRCLE WITH PARABOLA

INTERSECTION OF CIRCLE WITH HYPERBOLA

INTERSECTION OF CIRCLE WITH ELLIPSE

INTERSECTION OF CIRCLE WITH OTHER CURVES

Parabola- common tangent OF two curves || Point OF intersection OF tangents OF a parabola || Equation OF normal OF a parabola

Intersection of Ellipse with Parabola

Line and parabola || Length OF chord || Tangent to parabola || Director circle || Normals to parabola

Parabola- Equation OF tangents || Director circle

Two circles intersects in points P and Q. A secant passing through P intersects the circles in A and B respectively. Tangents to the circles at A and B intersect at T. Prove that the A,Q,B and T lie on a circle.

Intersection of Parabola with Parabola