if diagonals of a paralleogram are equal then show that it is a rectangle
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You can use congruency criteria to solve it!☺
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tri abc &tri dcb
ab=dc opp sides of a parallelogram
bc=bc
ac=db given
sssrule
tre abc congruent to tri dcb
ab paralell &bc cuts them
angle acb= angle dcb = 180
2 angle abc = 90
abc=dbc=90
abcd is parallelogram
ab=dc opp sides of a parallelogram
bc=bc
ac=db given
sssrule
tre abc congruent to tri dcb
ab paralell &bc cuts them
angle acb= angle dcb = 180
2 angle abc = 90
abc=dbc=90
abcd is parallelogram
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