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Answer:
OA=OB (radii of circle)
therefore, angle OAB=angle OBA
therefore, angle OAB = 32°
In ∆OAB,
OAB + OBA + AOB = 180°
32° + 32° + AOB = 180°
AOB = 180° - 64°
AOB = 116°
Now, 2ACB = AOB (theorem)
ACB = 1/2(116°)
ACB = 116°/2
ACB = 58°
Also, ACB = x
Therefore, x = 58°
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