If AD = AE and DB = EC , then
prove that ∆AEB =~ ∆ADC
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Step-by-step explanation:
We have AE=AD and CE=BD.
Adding, we get AE+CE=AD+BD
⇒AC=AB.
In triangles AEB and ADC, we have
AE=AD ... (given);
AB=AC .... (proved);
∠EAB=∠DAC, (common angle).
By SAS postulate △AEB≅△ADC.
Answered by
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Answer:
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