Concentric Circles | Definition | Formula | Example
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Concentric Circles Definition
Concentric circles are circles through a general center. The region among two concentric circles of differing radii is recognized as an annulus. Any two circles can be made concentric by inversion through alternative the inversion midpoint as one of the restraining points. Concentric objects usually contain dissimilar radii, as concentric things through the similar radius are equivalent.
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