Lecture 08
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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).
Lecture 08
- 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)