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Propositions Examples Combining Proposition Logical Operator Negation (Not) Conjunction (AND) Disjunction (OR) Exclusive (XOR) Implication (if – Then) Bi Conditional (if and only if) Converse Contrapositive Inverse- Chapter1 Part2: Logic Precedence of logical operator Tautology Contradiction Contingency- Chapter1 Part3: Equivalence ( ) Equivalence ( ) . Propositional function Universal Quantification ( x P(X) ) Existential Quantification ( x P(X) ) Exercises to ( Universal Existential) Quantific
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Discrete Structure
Propositions Examples Combining Proposition Logical Operator Negation (Not) Conjunction (AND) Disjunction (OR) Exclusive (XOR) Implication (if – Then) Bi Conditional (if and only if) Converse Contrapositive Inverse- Chapter1 Part2: Logic Precedence of logical operator Tautology Contradiction Contingency- Chapter1 Part3: Equivalence ( ) Equivalence ( ) . Propositional function Universal Quantification ( x P(X) ) Existential Quantification ( x P(X) ) Exercises to ( Universal Existential) Quantification – Chapter2: part1 Sets Sets Standard Sets Sets Examples and Expressions Sub Sets Set Equality Venn Diagram – Chapter2: part2 Sets Cardinality of Sets The power set Cartesian Product to Sets Set Operations Set Operations ( Union ) Set Operations ( Intersection ) Set Operations ( Difference ) Set Operations ( Complement ) Set Equations Set Truth Table – Chapter3: Boolean Algebra Boolean Algebra Boolean Operation ( Complement Sum Product) Bit String Bit String Operation Boolean function & Expression Boolean function & Expression Duality of Boolean expression Duality Boolean Algebra Rules Logic Gates Logic Gates
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