Referring to the figure shown here, which of these statements is not necessarily true if segment \(\overline{BD}\) is the perpendicular bisector of segment \(\overline{AC}\), where \(D\) lies on segment \(\overline{AC}\)?
\(\angle{CDB}\) is a right angle
\(\angle{ABC}\) is a right angle
the equation: \(\overline{CD} \cong \overline{AD}\)
\(D\) is the midpoint of segment \(\overline{AC}\)
Be alert for words like not, except, false, incorrect, least (likely), and other negative word forms in questions. These words change the purpose of your search for the correct answer.
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