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Two circles on a Cartesian plane, A and B , are each defined by three descriptors: x the x - coordinate of the circle's center
Two circles on a Cartesian plane, A and are each defined by three descriptors:
the coordinate of the circle's center
the coordinate of the circle's center
R the radius of the circle
Circles A and will both be centered either on the and or on the axis ie and but not both.
A pair of circles A and will have one of the following relationship types:
Touching they touch each other at a single point
Concentric they have the same center point
Intersecting they intersect each other touching at two points
DisjointOutside: disjoint with one existing outside of the other
DisjointInside: disjoint with one contained inside the other but not concentric
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