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Math Question

5. In triangle \( M A H \) below, \( \overline{M T} \) is the perpendicular bisector of \( \overline{A H} \).
Which statement is not always true?
1) \( \triangle M A H \) is isosceles.
2) \( \triangle M A T \) is isosceles.
3) \( \overline{M T} \) bisects \( \angle A M H \).
4) \( \angle A \) and \( \angle T M H \) are complementary.

Solution

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