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25. Methods of Proof
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University Notes
Semester 1
Semester 2
Semester 3
Semester 3
MTH202 Discrete Mathematics
MTH202 Discrete Mathematics
1. Logic
10. Applications of Venn Diagram
11. Relations
12. Types of Relations
13. Matrix Representation of Relations
14. Inverse of Relations
15. Functions
16. Types of Functions
17. Inverse Function
18. Composition of Functions
19. Sequence
2. Truth Tables
20. Series
21. Recursion I
22. Recursion II
23. Mathematical Induction
24. Mathematical Induction for Divisibility
25. Methods of Proof
26. Proof by Contradiction
27. Algorithm
28. Division Algorithm
29. Combinatorics
3. Laws of Logic
30. Permutations
31. Combinations
32. K Combinations
33. Tree Diagram
34. Inclusion Exclusion Principle
35. Probability
36. Laws of Probability
37. Conditional Probability
38. Random Variable
39. Introduction to Graphs
4. Biconditional
40. Paths and Circuits
41. Matrix Representation of Graphs
42. Isomorphism of Graphs
43. Planar Graphs
44. Trees
45. Spanning Trees
5. Argument
6. Applications of Logic
7. Set Theory
8. Venn Diagram
9. Set Identities
Semester 4
Semester 5
Semester 6
25. Methods of Proof
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