A point C is called the mid-point of a line segment

Question:

A point $C$ is called the mid-point of a line segment $\overline{A B}$ if

(a) C is an interior point of AB
(b) AC = CB

(c) $C$ is an interior point of $A B$, such that $\overline{A C}=\overline{C B}$

(d) AC + CB = AB

 

Solution:

(c) C is an interior point of AB, such that AC = CB

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