Wamo. \( A B C D \) - nawd, \( A C B=35^{\circ} \) C Haliz. \( \angle A O B, \angle B O B C \)

It seems like you're working with a geometric problem involving angles and possibly a triangle or a quadrilateral. However, the notation and terms you've used are a bit unclear. From what I can gather: - You have points \( A, B, C, D \). - You mentioned \( A C B = 35^\circ \), which suggests that this is the angle formed at point \( C \) by the lines \( AC \) and \( BC \). - You also mentioned \( \angle A O B \) and \( \angle B O B C \), but it's unclear what point \( O \) refers to. Could you please clarify the following: 1. What is the relationship between points \( A, B, C, D \)? 2. What does \( O \) represent in your problem? 3. Are you looking to find specific angles or relationships between these points? With more context, I would be happy to help you solve the problem!