In triangle PQR, angle P is congruent to angle R, ray of QT bisects angle PQR, and angle R=61 degrees. Find angle PQT. Justify your answer. Write in a statement reason format. @Mathematics

Question

In triangle PQR, angle P is congruent to angle R, ray of QT bisects angle PQR, and angle R=61 degrees. Find angle PQT. Justify your answer. Write in a statement reason format.   @Mathematics

anonymous · Answer

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anonymous · Answer

29

anonymous · Answer

see QT bisects the Angle PQR so
Angle PQT is half of Angle PQR = 58/2 = 29

anonymous · Answer

Angle P = Angle R = 61 degrees
So, the triangle is isosceles.
61 + 61 + PQR = 180
122 + PQR = 180
PQR = 180 - 122
= 58
So, PQT = 58/2
= 29 degrees.

anonymous · Answer

So how does that go in the 2 columns?