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Construct Perpendicular Bisectors Of Segments

True or False: The perpendicular bisector of a segment is always parallel to the segment itself.

True or False: The perpendicular bisector of a segment always passes through the midpoint of the segment.

True or False: The perpendicular bisector of a segment creates a pair of complementary angles at the midpoint.

True or False: The perpendicular bisector of a segment creates two congruent segments.

True or False: The perpendicular bisector of a segment in an equilateral triangle is always one of the triangle's altitudes.

True or False: The perpendicular bisector of a segment in a right-angled triangle is always one of the triangle's medians.

True or False: Constructing a perpendicular bisector of a segment in a rhombus creates right angles at the bisected segment.

True or False: It is impossible to construct a perpendicular bisector for a degenerate segment (a segment with its endpoints coinciding).

True or False: Constructing a perpendicular bisector is only applicable to line segments and not to rays or lines.

True or False: It is impossible to construct a perpendicular bisector for a zero-length segment.