DM(3410708) IMP

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Unit 1 (7 marks)

CH 1 Set Theory
-Examples Page no. (1-40)to(1-67)

CH 2 Functions

-Mapping
-Example (fog/gof/)

CH 3 Counting

Just read Example

Unit 2 (7 -11marks)

CH 4 Propositional Logic

-Conrtapositive OR Implication(Example)
-Tautology(example)
-Normal Forms

CH  5 Predicate Logic

-just read example 

Unit 3  (14-18 Marks)

CH 6 Relations
-Digraph
-Types Of Relation /example
-Equivalence Relation
-Transitive Relation
-Warshall's Algorithm/example
-Equivalence Relation
-and some equation

CH 7 Partial Ordering
-examples

CH 8 Recurrence Relations
-Example

Unit 4  (14-18 Marks)

CH 9 Algebraic Structures imp

-theorem

-example

Unit 5(14-18 Marks)

ch 10 Graph
-Examples

CH 11 Trees
-Theory
-Example

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