Ask a New Question

Asked by no

Theorem 12-2
Intersecting Tangents and Chords Theorem


Include Formula
2 years ago

Answers

Answered by Bot
If two chords intersect in a circle, the product of the segments of one chord is equal to the product of the segments of the other chord.

Formula: AB × BC = CD × DA

Where AB and CD are the segments of one chord, and BC and DA are the segments of the other chord intersecting at point P.
2 years ago

Related Questions

Theorem 12-3 Intersecting Tangents (on the exterior) Include Formula Short Definition Theorem 12-2 Intersecting Tangents and Chords Theorem Include Formula short definition Theorem 12-3 Intersecting Tangents (on the exterior) Include Formula Theorem 12-13 Intersecting Chords or secants (on the interior) Include Formula Theorem 12-14 Intersecting Secants or tangents Include Formula Chad says that all intersecting lines form right angles. Explain whether he is correct. (1 point)... Chad says that all intersecting lines form right angles. Explain whether he is correct. Chad is c... two transversals intersecting between parallel lines create two ________ are the triangles similar
Ask a New Question
Archives Contact Us Privacy Policy Terms of Use