Question

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Answer 1

Answer:

In triangle ABE and DCE

AB=DC(OPP. SIDES OF SQUARE)

AE=DE(E IS MIDPT.OF AD)

Angle BAE= angle CDE(ANGLES OF SQUARE ARE EQUAL)

TRIANGLE ABE IS CONGRUENT TO TRIANGLE DCE BY SAS CONGRUENCY

BE=CE(CPCT)

AS TWO SIDES OF A TRIANGLE ARE EQUAL THE TRIANGLE BED IS AN ISOSCELES TRIANGLE

Explanation:

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Answer 2

Answer:

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