Mathematics, 20.06.2020 08:57 hannahkharel2

In triangle MAH below, TT is the perpendicular bisector of Z. A
T
H
Which statement is not always true?
1.
AMAH is isosceles.
2
AMAT is isosceles.
3
TT bisects ZAMH.
4
A and ZTMH are complementary.

Answers: 3

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In triangle MAH below, TT is the perpendicular bisector of Z. A
T
H
Which stateme...

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More questions: Mathematics Another questions

In triangle MAH below, TT is the perpendicular bisector of Z. A T H Which statement is not always true? 1. AMAH is isosceles. 2 AMAT is isosceles. 3 TT bisects ZAMH. 4 A and ZTMH are complementary.

Answers

Another question on Mathematics

In triangle MAH below, TT is the perpendicular bisector of Z. A
T
H
Which statement is not always true?
1.
AMAH is isosceles.
2
AMAT is isosceles.
3
TT bisects ZAMH.
4
A and ZTMH are complementary.