Prove that if chords of congruent Circles subtends.equal angles at their centres, then the chords areequal. About the author Brielle

Step-by-step explanation: since two circles are congruent therefore their radius are equal chord subtend equal angle at centre it means angle between two radius are equal triangle formed by radius and chord are congruent be SAS criteria( radius angle radius) two chords are equal(cpct) Reply

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Step-by-step explanation:since two circles are congruent therefore their radius are equal

chord subtend equal angle at centre it means angle between two radius are equal

triangle formed by radius and chord are congruent be SAS criteria( radius angle radius)

two chords are equal(cpct)