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Circle Geo (1 Viewer)

turnerloos

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Jst wondering, is proving one property of a cyclic quad sufficient to conclude that points are concyclic?
 

Squar3root

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yes like opp angles add to 180 or equal angles on same arc etc should be fine
 

Drongoski

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Jst wondering, is proving one property of a cyclic quad sufficient to conclude that points are concyclic?
It depends. Is this one property:

- relevant to what you want to prove?

- sufficient to establish the proof?
 

turnerloos

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It depends. Is this one property:

- relevant to what you want to prove?

- sufficient to establish the proof?
say u were given a quadrilateral of any sort, if u prove a property of a cyclic quad (e.g. ext. angle = opp. int.), then will that be sufficient to assume that the quad is cyclic hence concyclic points?
 

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