Practicing Success
AB is a diameter of a circle with centre O, and P is a point on the circle. If ∠POA = 130°, then ∠PBO is equal to: |
60° 55° 65° 45° |
65° |
We know that, ∆ POB = ∠P = ∠B ( Isosceles triangle ) and ∠POA is double of ∠PBO ( external angle property) So the value of ∠PBO is = \(\frac{130}{2}\) = 65o |