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Mathematics, 27.11.2019 15:31 peagwatyourservice
Read the proof. given: ab ∥ de prove: △acb ~ △dce we are given ab ∥ de. because the lines are parallel and segment cb crosses both lines, we can consider segment cb a transversal of the parallel lines. angles ced and cba are corresponding angles of transversal cb and are therefore congruent, so ∠ced ≅ ∠cba. we can state ∠c ≅ ∠c using the reflexive property. therefore, △acb ~ △dce by the
a. aa similarity theorem. b.sss similarity theorem. c.aas similarity theorem. d.asa similarity theorem.
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Read the proof. given: ab ∥ de prove: △acb ~ △dce we are given ab ∥ de. because the lines are para...
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