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Mathematics, 04.06.2020 14:01 shongmadi77

In the diagram of circle O, tangent PB is drawn as is secant PAC . We wish to prove the Secant/Tangent Length Theorem, i. e. 2 PA PC PB   . (a) Explain why PAB is similar to PBC (i. e. explain which two angles pairs must be congruent and why).

(b) Set up a proportion involving PA PB PC , , and based on the similar triangles and rewrite it in product form. Draw the two similar triangles separately and in the same orientation to help.

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In the diagram of circle O, tangent PB is drawn as is secant PAC . We wish to prove the Secant/Tange...
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