if a point C lies between two points A and B such that AC is equal to BC then prove that AC is equal to Half A B explain by drawing the figure in
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AC=BC
AB=AC+BC
AB=AC+AC(AC=AB)
AB=2AC
AC=1/2 AB
AB=AC+BC
AB=AC+AC(AC=AB)
AB=2AC
AC=1/2 AB
Answered by
1
AC=BC
AB=AC+BC
AB=AC+AC
AB=2AC
AC=1/2
AB=AC+BC
AB=AC+AC
AB=2AC
AC=1/2
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