If AB||DC and E is the mid-point of side AC,then prove that E is the mid point of side BD
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as de = eb
and <bdc= <ABD
<BAC=<ACD
SO by asa congruence rule it is proved congruent
by cpct be=bd
and <bdc= <ABD
<BAC=<ACD
SO by asa congruence rule it is proved congruent
by cpct be=bd
sanjaykapoor:
ASA congruence rule
Answered by
0
draw BD parallel to ac
and prove it by using conversion of mid point theorem
and prove it by using conversion of mid point theorem
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