In Exercises 27 to 30, provide a paragraph proof. Given : ⊙ O a n d ⊙ Q are tangent at point F Secant A C ¯ t o ⊙ O Secant A E ¯ t o ⊙ Q Common internal tangent A F ¯ Prove : A C ⋅ A B = A E ⋅ A D
In Exercises 27 to 30, provide a paragraph proof. Given : ⊙ O a n d ⊙ Q are tangent at point F Secant A C ¯ t o ⊙ O Secant A E ¯ t o ⊙ Q Common internal tangent A F ¯ Prove : A C ⋅ A B = A E ⋅ A D
Solution Summary: The author explains that ACcdot AB = AE — the square of the tangent and secant segments equals the product of their length with the length of its external segment.
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