CIRCLES | EQUATION OF CIRCLE WITH TYPICAL CONDITIONS, POSITION OF POINTS WITH RESPECT TO A CIRCLE, DIFFERENT CASES FOR INTERSECTION OF A LINE AND A CIRCLE | Equation when the circle touches the x axis at `(alpha;0)` and cutsoff intercept on the y axis of length 2l, Equation when the circle touches the y axis at `(0;beta)` and cuts off intercept on the x axis of length 2k., What is the Position of point wrt to circle, Maximum and minimum distance of point from the circle ., CHORD : Intersection Point of Line and Circle are Real and Distinct., TANGENT : Intersection point of line and Circle are Coincident., Line and Circle have No Intersection Point.