In a traingle ABC median AD is produced to X such that AD=DX Prove that ABXC is a parallelogram
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it is given that AD is a median the BD=CD
also AD=DX (given)
then it means that BC and AX which are the 2 diagonals of quadrilateral ABXC bisect each other at D
since the diagonals bisect each other then it is a parallelogram
also AD=DX (given)
then it means that BC and AX which are the 2 diagonals of quadrilateral ABXC bisect each other at D
since the diagonals bisect each other then it is a parallelogram
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