In circle with centre O angle QPR is equal to 70. measure of arc PYR is equal to 160. find measure of angle PQR, QOR & measure of arcQXR
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Answer:
Given,
∠QPR =70°
m(arc PYR)= 160
∠ =
12 m(arc PYR)
Now,
m(arc QXR)
∠QPR = 1/2 m( arc QXR)
70 = 1/2 m( arc QXR)
∴m( arc QXR) =140°
Now,
∠QOR
using the properties of triangle, we have,
∠QOR = 2∠QPR
=2 x 70
= 140°
Now,
∠ PQR =
12 m(arc PXR) ...[inscribed angle theorem]
∠ PQR =
12×160
∠ PQR = 80°
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