Provide a proof for the following theorem: Let EPAB and FQCD be two asymptotic triangles. If angle APE is congruent to angle CQF and angle PAB = angle QCD, then AP = CQ. Theorem 6.5.5 (Angle-Angle Congruence Condition). Let AEPAB and AFQCD be twoasymptotic triangles. If LAPE = LCQF and LPAB = LQCD, then AP = CQ.

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Algebra & Trigonometry with Analytic Geometry

13th Edition

ISBN:9781133382119

Author:Swokowski

Publisher:Swokowski

Chapter3: Functions And Graphs

Section3.1: Rectangular Coordinate Systems

Problem 15E

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Provide a proof for the following theorem: Let EPAB and FQCD be two asymptotic triangles. If angle APE is congruent to angle CQF and angle PAB = angle QCD, then AP = CQ.

Theorem 6.5.5 (Angle-Angle Congruence Condition). Let AEPAB and AFQCD be two
asymptotic triangles. If LAPE = LCQF and LPAB = LQCD, then AP = CQ.

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