In the figure diagonal AC of a quadrilateral ABCD bisect the angles A and C.
Prove that AB=AD and CB= CD.
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In the given Triangle ABC and ABD
1:AC=AC(Common)
2:Angle A is equal to Angle C(Given)
3:Angle CBA=Angle=CDA(Given)
AB=AD(CPCT)
BC=BD(CPCT)
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