The document contains various exercises, solutions, examples, and concepts related to set theory and logic. There are multiple exercises labeled (10-2) through (10-13), followed by several solutions to other problems labeled (10-14) through (10-17). Additionally, there are concepts and examples discussed relating to set partitions, Venn diagrams, and power sets labeled (10-34) through (10-40).

1. Exercise – (10 - 2)

2. Exercise – (10 – 2b)

3. Solution – (10 – 2c)

4. Solution – (10 – 2a)

5. Solution – (10 - 3)

6. Solution – (10 - 3)

7. Solution – (10 – 4)

8. Solution – (10 - 5)

9. Solution – (10 - 5)

10. Solution – (10 - 6)

11. Solution – (10 - 6)

12. Exercise – (10 - 7)

13. Exercise – (10 – 7a)

14. Solution – (10 – 8a)

15. Solution – (10 - 8)

16. Solution – (10 - 8)

17. Solution – (10 - 8)

18. Solution – (10 - 8)

19. Solution – (10 - 8)

20. Solution – (10 - 9)

21. Solution Continued – (10 - 10)

22. Solution Continued – (10 - 10)

23. Solution Continued – (10 – 10a)

24. Solution – (10 - 11)

25. Exercise – (10 - 12)

26. Exercise – (10 - 13)

27. Solution – (10 - 14)

28. Solution – (10 - 14)

29. Solution – (10 - 14)

30. Solution – (10 - 14)

31. Solution – (10 - 14)

32. Solution – (10 - 14)

33. Solution – (10 - 14)

34. Solution Continued – (10 - 15)

35. Solution Continued – (10 – 15a)

36. Solution Continued – (10 - 16)

37. Solution – (10 - 17)

38. Partition of a Set – (10 - 34)

39. Partition of a Set – (10 – 34a)

40. Venn Diagram – (10 - 35)

41. Example – (10 - 36)

42. Example – (10 – 36a)

43. Example – (10 - 37)

44. Solution – (10 – 37a)

45. Power Set – (10 - 39)

46. Exercise – (10 - 40)

47. Solution Continued – (10 – 40a)