Demorgans Theorem

Basic Python programming

PR NO. 10

PR. NO. 9

Making Quads in K map simplification

K map Technique for reduction of boolean equations

PR no. 8

Chapter 3. Combinational and logic circuits

chapter 3.combinational and logical circuit

Logic Families

Pr. No. 7

IMPLEMENTATION OF BOOLEAN EQUATIONS USING NAND AND NOR

Demorgans Theorem

PR. NO. 6

Examples using Boolean Algebra

NOR as a Universal Gate

PR. NO 5: Half adder and Half Subtractor

NAND as a Universal Gate

Chapter 2: Logic Gates

10's complement subtraction, Gray code, Excess 3 code.

Lecture no 10. BCD subtraction using 9's complement

Practical no. 4 Half adder

Lecture no. 9 :BCD addition

Lecture no. 8: Binary arithmetic

Lecture no. 7: Binary Arithmetic