please solve this question quickly
In the given figure, APB is tangent to the circle at the point P on the circle.PQ is a chord.If /_BPQ=62°,then /__PRQ is equal to -----------------
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9
BPQ = 62°
QPR = 90° ( Angle in semi- circle linear pair)
BPA = 180°
PRQ + BPQ + QPR = 180°
PRQ+ 62°+ 90° = 180°
PRQ+ 152° = 180°
PRQ = 180° - 152°
PRQ = 28°
HENCE, Angle PRQ is equal to 28°
Hope, it helped ☻☻
QPR = 90° ( Angle in semi- circle linear pair)
BPA = 180°
PRQ + BPQ + QPR = 180°
PRQ+ 62°+ 90° = 180°
PRQ+ 152° = 180°
PRQ = 180° - 152°
PRQ = 28°
HENCE, Angle PRQ is equal to 28°
Hope, it helped ☻☻
Answered by
19
hay!!
dear user
PRQ+BPQ+QPR=180
PRQ+62+90=180
PRQ+152=180
PRQ=180-152
PRQ=28
I hope it's help you
dear user
PRQ+BPQ+QPR=180
PRQ+62+90=180
PRQ+152=180
PRQ=180-152
PRQ=28
I hope it's help you
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