adjoining figure if O is the centre of the circle and O Q R equal to 50 degree then angle Q P R is equal to
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angle pqr=90° [angle in a semicircle is perpendicular]
in triangle oqr,
oq=or radius of one circle
angle oqr =-angle orq (angle opposite to equal sides of a triangle are equal)
in triangle pqr
angle p+ angle q + angle r = 180°
angle p + 90° + 50° = 180°
angle p + 140°= 180°
angle p = 180-140
angle p = 40°
in triangle oqr,
oq=or radius of one circle
angle oqr =-angle orq (angle opposite to equal sides of a triangle are equal)
in triangle pqr
angle p+ angle q + angle r = 180°
angle p + 90° + 50° = 180°
angle p + 140°= 180°
angle p = 180-140
angle p = 40°
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