Geometry Quiz
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SIMILARITY TRANSFORMATIONS
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In the diagram, △ABC\triangle ABC is a right triangle with right angle at CC. Segment CDCD is drawn from CC to the hypotenuse ABAB, and CD⊥ABCD \perp AB at DD. The legs are labeled AC=bAC=b and BC=aBC=a, and the hypotenuse is labeled AB=cAB=c. Using triangle similarity created by the altitude (not memorization of a formula), which conclusion can be proven using the diagram? Figure accompanying this question
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