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To identify which regions represent set \( B \) from the Venn diagram:

- Set \( B \) is the middle circle, as labeled.
- The regions inside \( B \) are: 
  - II (shared with \( A \))
  - V (shared with both \( A \) and \( C \))
  - III (only in \( B \))

Thus, the regions that represent set \( B \) are **II, III, and V**.

Would you like more details or have any questions?

Here are 5 related questions you might find helpful:

1. How do Venn diagrams work with three sets?
2. What do intersections between multiple sets represent in a Venn diagram?
3. How can we use set notation to describe relationships in Venn diagrams?
4. What is the union of two or more sets in a Venn diagram?
5. How do you find the complement of a set using a Venn diagram?

**Tip**: In Venn diagrams, regions where two or more sets overlap represent elements common to all involved sets.

Which regions represent set B in the given Venn diagram?

Learn how to identify regions representing Set B in a Venn diagram involving three sets. This problem focuses on set theory, logical intersections, and unions, making it suitable for high school students.

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