- Introduction to Number Systems
- Conversions
- Decimal to any other number system convertion
- Binary equivalent of decimal number
- Decimal to octal number example
- octal equivalent of decimal number
- Hexadecimal equivalent of decimal number
- Decimal to binary and hexa conversion example
- Any other number system into decimal
- Decimal equivalent of binary number
- Decimal equivalent of binary number example
- Octal to decimal number conversion
- Octal to decimal number example
- Hexadecimal to decimal number conversion
- hexadecimal to decimal number example
- octal to binary number conversion
- binary to octal conversion example
- Hexadecimal to binary and binary to hexa conversion
- hexa to binary conversion example 1
- hexa to binary conversion example 2
- Hexadecimal to octal and octal to hexa number conversion
- Octal to Hexa conversions example 1
- Octal to Hexa conversions example 2
- octal to hexa conversion example 3
- Hexa to octal conversion example 1
- hexa to octal conversions example 2
- Minimal decimal equivalent
- Required bits to represent a number - part A
- Required bits to represent a number - part B
- match the list octal binary
- Find unknown value in a relation
- conversions examples part 1
- conversions examples part 2
- Binary Coded Pentory Problem
- Sign Bit Representation
- Signed magnative repersentation
- 1's & 2's complement representation of signed numbers
- 2's complement repersentation example
- 2's complement representation previous gate problem 1
- 2's complement representation previous gate problem 2
- 2's complement representation previous gate problem 3
- 2's complement representation previous gate problem 4
- 2's complement representation previous gate problem 5
- Binary Arithmetic
- Complement Subtractions
- Introduction to complemet subtraction
- 1’s Complemet subtraction smaller to larger
- 1’s Complemet subtraction smaller from larger example
- 1’s Complement subtraction larger to samller
- 1’s Complement subtraction larger from smaller example
- 2’s Complemet subtraction smaller from larger
- 2’s Complement subtraction smaller from larger example
- 2’s Complemet subtraction larger from smaller
- 2’s Complement subtraction previous gate problem
- 15’s & 16’s complement Subtractions
- Introduction to 15’s & 16’s complement
- Hexadecimal addition
- Hexadecimal subtraction
- 15’s complement subtraction smaller from larger
- 15’s complement subtraction smaller from larger examples
- 15’s Complement subtraction larger from smaller
- 16’s complement subtraction smaller from larger
- 16’s complement subtraction larger from smaller
- 15’s complement and 16s complement subtraction examples
- BCD Code & Arithmetic
- Excess-3 Arithmetic
- Gray Code & ASCII Code
- List of Gates
- Alternate Gates & NAND, NOR relization
- Fundamentals & Theorem's of Boolean Algebra
- Boolean Equation Representation
- Propagation Delay
- K-Maps
- Combinational Circuits
- Designing of Adders
- Designing of comparator
- Code converters
- Parity Generators
- Decoders
- Multiplexers
- Hamming Code
- Basic Latch & Flip-Flop
- Excitation Tables
- Flip-Flop Conversions
- Shift Registers
- Counters
- Mod Counters
- Bipolar Logic Families
- Unipolar Logic Families
- Semi Conductor Memories
- Digital to Analog Converters DACs
- Analog to Digital Converters ADCs
- GATE Exam Questions & Answers
- GATE problem on Logic Gates
- GATE problem on Distributive Property
- GATE problem on Propagation Delay
- GATE problem on Transposition Property
- GATE Problem on K-Maps 1
- GATE Problem on K-Maps 2
- GATE problem on Boolean Expression using K-Map
- GATE problem on POS expression using K-Map
- GATE Problem on Combinational Circuit design
- GATE problem on MUX part-1
- GATE problem on MUX part-2
- GATE problem on MUX part-3
- GATE problem on K-Map & logic cuircuit design
- GATE Problem on Synchronous Counters
- GATE problem on Logic Gates using Back propagation method
- GATE problem on Flip-Flop Conversion
- GATE Problem on Race around condition
- GATE Problem on Johnson’s Counter
- GATE Model on ADC 1
- GATE Model on ADC 2
- GATE Model on ADC 3
- GATE Model on Flash ADC
- GATE Model on Resolution of DAC
Whiteboard
Digital Electronics
Digital Electronics is an important subject, common for Electrical, Electronics, and Instrumentation Engineering students. It deals with the theory and practical knowledge of Digital Systems and how they are implemented in various digital instruments. These video classes have been developed based on the latest GATE syllabus and will be useful for Electronics Engineering students as well as for GATE, IES and other PSU exams preparation.
Audience
These video classes have been designed for Electronics Engineering Students, especially those who are preparing for GATE, IES and other PSU exams. It will also be helpful for students in preparing them for their Engineering syllabus.
Instructor
Gowthami Swarna holds an M.Tech in Electronics & Communication Engineering. She has excellent knowledge and tutoring experience in teaching Electronics and Communication Engineering topics for GATE exams.
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