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This property of Boolean algebra state that all binary expressions remain valid when
following two steps are performed:
Step 1 : Interchange OR and AND operators.
Step 2 : Replace all 1’s by 0’s and 0’s by 1’s.
Adding a number to ‘0’ to itself
P1. Postulate:- x + 0 = x
P2. Postulate:- x * 1 = x
Sum of a number and its complement from a Set is ‘1’
P3. Postulate:- x + x’= 1
P4. Postulate:- x * x’ = 0
From commutative property of binary numbers we have:-
P5. Postulate:- x + y = y + x
P6. Postulate:- x * y = y * x
From distributive property of binary numbers we have:-
P7. Postulate:- x(y + z) = xy + xz
Digital Logic fundamentals topics @ fcd
Digital basics tutorial
Binary number discussion, 1 and 2 complement discussion,
Binary arithmetic, Signed Magnitude, overflow, examples
Gray coding, Binary coded digital (BCD) coding, BCD addition
Digital logic gates basic (AND, OR, XOR, NOT) and derived (NAND, NOR and XNOR). Drive XOR from NAND gates. Drive XOR from NOR gates
Discussion of Boolean Algebra with examples.
Duality Principle, Huntington Postulates, Theorems of Boolean Algebra - discussion with examples,
Boolean Functions,
Canonical and Standard Forms, Minterms and Maxterms
Sum of Minterms, Product of Maxterms or Canonical Forms,
Karnaugh map or K-map discussion 2, 3, ,4 and 5 var’s
Prime Implicant and Gate level minimization examples.