1. **Problem:** Find the angle corresponding to \(\angle BOC\) from the given options. 2. **Understanding the problem:** The problem involves identifying which angle is equal or corresponds to \(\angle BOC\) based on the given points and lines. 3. **Step-by-step solution:** 1. From the description, \(\angle BOC\) is formed at point O between points B and C. 2. Since A, O, and B lie on a horizontal line and C is vertical from O, \(\angle BOC\) is the angle between the horizontal line OB and vertical line OC. 3. The angle opposite or corresponding to \(\angle BOC\) in the figure is \(\angle AOD\) (assuming D is the point opposite B on the horizontal line). 4. Therefore, the correct answer is \(\angle AOD\). **Final answer:** (গ) \(\angle AOD\)