In a quadrilateral ABCD, AB=CD and angle B=angle C. Prove that AD parallel to BC.
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First we will draw a diagonal between angle B and angle D
In triangle BDC and triangle ABD
AB=CD
BD=BD (COMMAN)
BDC =ABD
TRIANGLE BDC IS CONGRUENT TO TRIANGLE ABD
BY CPCT
AD IS PARALLEL TO BC
In triangle BDC and triangle ABD
AB=CD
BD=BD (COMMAN)
BDC =ABD
TRIANGLE BDC IS CONGRUENT TO TRIANGLE ABD
BY CPCT
AD IS PARALLEL TO BC
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