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In triangle ABC and triangle CDA
AB =DC(opp. side of parreleogrem are equal)
make an angle on the diagonal A and C so that
angle 1 = angle 2(alternate interior angle)
AD=BC(opp. side of parreleogram are equal)
by SAS congruent rule
∆ABC IS CONGRUENT TO ∆CDA
2 PART
ANGLE ABC US EQUAL TO ANGLE DAC
3 PART
IN ∆ABC AND ∆ACD
AB=DC (opp. side of parreleogram are equal)
angle 1 = angle 2 (alternate interior angle)
AD=BC(opp. side of parreleogram are equal)
By SAS congruent rule
∆ABC is congruent to ∆ACD
therefore, ∆ABC is congruent to ∆ACD
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