In triangle PQR,PM bisects angle QPR and PM = MR,If angle QMP = 70° then find the value of the following angles.
1) angle PRM
2) angle PQM
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2
Answer:
angle PRM=35
anglePQM=75
Answered by
13
Answer:
angle PRM = 35°
angle PQM =
Step-by-step explanation:
in the figure angle PMQ and angle PMR are linear pair
so angle PMQ + angle PMR = 180°
70° + angle PMR = 180°
angle PMR = 180° - 70°
angle PMR = 110°
then, PM = MR
therefore
PMR + PRM +MPR = 180°
110° + X + X = 180°
because the angles opposite to equal sides are equal
2X = 180 - 110
X = 70 ÷ 2
X = 35°
so , angle PRM = 35°
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