12/6/2023 0 Comments Diameter bisect chord geometry![]() Chord Properties - There is One and Only One Circle that Passes Through Three Given Points Not in a Straight Line.Theorem : The Chords of a Circle Which Are Equidistant from the Centre Are Equal.Theorem: Equal chords of a circle are equidistant from the centre.Chord Properties - the Perpendicular to a Chord from the Center Bisects the Chord (Without Proof).Chord Properties - a Straight Line Drawn from the Center of a Circle to Bisect a Chord Which is Not a Diameter is at Right Angles to the Chord.Number of Tangents from a Point on a Circle. ![]() Tangent Properties - If a Chord and a Tangent Intersect Externally, Then the Product of the Lengths of Segments of the Chord is Equal to the Square of the Length of the Tangent from the Point of Contact to the Point of Intersection.Tangent Properties - If a Line Touches a Circle and from the Point of Contact, a Chord is Drawn, the Angles Between the Tangent and the Chord Are Respectively Equal to the Angles in the Corresponding Alternate Segments. ![]()
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