Family OF Circles || Radical Axis || Radical Centre || Radical Circle || Common Chord OF two Circles

Family OF Circles ||Radical Axis ,Radical Centre,Radical Circle and Common Chord

Radical center || Family OF circle

Radical Axis Of Two Circles

Family Of Circles|Common Tangents to Two Circles|OMR

Radial Center || Properties OF Radical AXIS

Consider two statements S1 && S2 as s1: Radical Axis is identical to common chord of two circles which are intersecting S2: Radical Axis is locus of all such points such that lengths of tangents drawn from it to two circles are equal

Chord of Contact | Family of Circles

(ii) The radical axis bisects the common tangents of two circles.

STATEMENT-1: If three circles which are such that their centres are non-collinear,then exactly one circle STATEMENT-2: Radical axis for two intersecting circles is the common chord exists which cuts the three circles orthogonally

Free radical properties || generation OF radical characteristics || reaction OF free radical