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Question-
ABCD is a rectangle is a midpoint of Ab prove that triangle ABC is an isosceles triangle.
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2
here is your answer mate:
in triangle DAE and triangle CBE
DA = CB (opp sides of rectangle are equal)
AE = BE (given)
angle DAE = angle CBE (each 90 degree)
therefore, triangle DAE is congruent to triangle CBE by SAS test
therefore by CPCT
DE = CE
hence triangle DEC is isosceles as two of its sides are equal
hope this answer helps you buddy
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6
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Thank you so much.. Love you yr..:)
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