Discrete Mathematics (V-U)

25. Methods of Proof, Direct Proof, Disproof by counter example (V-U)

4. Biconditional,Laws of Logic involving biconditional and their Application (V-U)

26. In direct Proof, Proof by Contradiction and Proof by Contraposition (V-U)

40. Paths and Circuits (V-U)

27. Pre-& Post-conditions of an Algorithm, Loop Invariant& Theorem (V-U)

41. Matrix Reprsentation Of Graphs (V-U)

28. Loop to compute a Product , Division Algorithm ,Euclidean Algorithm (V-U)

42. Isomorphisms of Graphs (V-U)

29. The Sum and Product Rule (V-U)

43. Planar Graphs and Graph Coloring (V-U)

3. Laws of Logic their Applications and implications (V-U)

44. Trees. (V-U)

30. K- Sample , K – Permutation (V-U)

45. Spanning Trees (V-U)

31. K – Combinations , K – Selections (V-U)

5. Valid and Invalid Argument (V-U)

6. Application To Digital Circuits (V-U)

7. Sets ,Reprsentation of Sets,Membership Table (V-U)

8. Union ,Intersection,And some application (V-U)

9. Set Identities and Their Application (V-U)