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151. In the following figure, ∆ is the centre of the circle PAB. If ∠PAO = 15° and ∠PBO = 30°, then the measure of ∠AOB is

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152. In the figure, ∠ACP = 40° and ∠BPD = 120°. Then ∠CBD =

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153. In the given figure, O is the centre of circle, ∠ACO = 35° and ∠ABO = 45°, then ∠BOC is:

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154. In the figure ‘O’ is the centre of the circle, ∠ABO = 20° and ∠ACO = 30° where A, B, C are points on the circle. The value of x is:

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155. In the figure AOB i.s a diameter of the circle. Measure of ∠ACB is:

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156.

∠ADB = 90° and ∠BAC = 30° then ∠CAO is:

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157. In the given figure, if ∠POR is 110°, then the value of ∠PQR is:

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158. In the figure, AOB is a diameter of the semicircle. If ∠A = 60°, then ∠B is equal to:

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50°

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160. A chord of a circle is equal to its radius. ∠BAC is equal to:

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