if a point c lies between two points a and b such that ac=bc then prove that ac=1by2 of ab
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By the axiom If equals are added to equals wholes are equals
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Step-by-step explanation:
Given:-AC=AB,C is the midpoint of AB
Required To Prove[R.T.P]:-AC=½AB
Proof:-AB=AC+BC
AB=AC+AC [Given AC=AB]
AB=2AC
AB/2=AC
½AB=AC
Hence proved
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