In the given figure AC=XD ,C is the midpoint of AB and D is midpoint
of XY, using an Euclid's axiom show that AB=XY
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AC= XD (given)
AB= AC + CB= 2AC.....(1)
XY= XD+DY....(2)
AC=XD
mutliplying both side by 2
2AC=2XD
AB=XY ( FROM EQ 1 AND 2 )
hence proved
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