Midcircle
The midcircle of two given Circles is the Circle which would Invert the circlesinto each other. Dixon (1991) gives constructions for the midcircle for four of the five possible configurations. In the caseof the two given Circles tangent to each other, there are two midcircles.
See also Inversion, Inversion Circle
References
Dixon, R. Mathographics. New York: Dover, pp. 66-68, 1991.
- Coastline Paradox
- Coates-Wiles Theorem
- Coaxal Circles
- Coaxaloid System
- Coaxal System
- Cobordant Manifold
- Cobordism
- Cobordism Group
- Cobordism Ring
- Cochleoid
- Cochleoid Inverse Curve
- Cochloid
- Cochran's Theorem
- Cocked Hat Curve
- Cocktail Party Graph
- Coconut
- Codazzi Equations
- Code
- Codimension
- Coding Theory
- Coefficient
- Coefficient Field
- Coercive Functional
- Cofactor
- Cohen-Kung Theorem