Канал: GATE CS Videos by Ashish Mithole

12 Finding Candidate Keys Example - 3

12 Finding Candidate Keys Example - 3

11 Finding Candidate Keys Example -2

11 Finding Candidate Keys Example -2

10 Finding Candidate Keys - Example 1

10 Finding Candidate Keys - Example 1

9 Example on Inference Rules and Functional Dependency

9 Example on Inference Rules and Functional Dependency

8 Attribute Closure and Functional Dependency

8 Attribute Closure and Functional Dependency

7 Functional Dependency and Inference Rules

7 Functional Dependency and Inference Rules

6 GATE 2002 question on Functional Dependency

6 GATE 2002 question on Functional Dependency

6 GATE 2000 Question on Functional Dependency

6 GATE 2000 Question on Functional Dependency

5 Functional Dependency Introduction

5 Functional Dependency Introduction

4 SK KEY CK PK Final

4 SK KEY CK PK Final

3 SK KEY CK PK Examples

3 SK KEY CK PK Examples

2 SK KEY CK PK

2 SK KEY CK PK

1 SQL and Relational Algebra

1 SQL and Relational Algebra

4 Epsilon Productions Intro

4 Epsilon Productions Intro

3 CFG Union Example

3 CFG Union Example

2 CFG Example 1

2 CFG Example 1

5 Palindrome Examples

5 Palindrome Examples

6 Derivations

6 Derivations

7 Ambiguous Grammars

7 Ambiguous Grammars

1 CFG Intro

1 CFG Intro

8 Ambiguous Grammars

8 Ambiguous Grammars

14. Direct Addition Subtraction in bases other than 10

14. Direct Addition Subtraction in bases other than 10

30 More about Overflow and Underflow with examples

30 More about Overflow and Underflow with examples

29. Computer Arithmetic - Addition / Subtraction of signed numbers, Overflow / Underflow

29. Computer Arithmetic - Addition / Subtraction of signed numbers, Overflow / Underflow

31. Arithmetic Left shift and Right shift operations and their properties

31. Arithmetic Left shift and Right shift operations and their properties

32. Multiplying by 2^n using Left shift operation (Adding zeroes to the right)

32. Multiplying by 2^n using Left shift operation (Adding zeroes to the right)

33. Signed integer multiplication - Example 1

33. Signed integer multiplication - Example 1

34. Signed integer multiplication - Example 2

34. Signed integer multiplication - Example 2

35. Signed integer multiplication - Example 3

35. Signed integer multiplication - Example 3

28. GATE 1998

28. GATE 1998

27. GATE 2016

27. GATE 2016

26. GATE 2016

26. GATE 2016

19. First example on expanding binary into larger sizes without changing values

19. First example on expanding binary into larger sizes without changing values

17. Range of numbers represented in Unsigned, sign and magnitude, 1's and 2's complement

17. Range of numbers represented in Unsigned, sign and magnitude, 1's and 2's complement

18. Expanding binary into larger sizes without changing values, sign extension

18. Expanding binary into larger sizes without changing values, sign extension

16. Example of Unsigned, Sign and magnitude, 1's complement and 2's complement

16. Example of Unsigned, Sign and magnitude, 1's complement and 2's complement

15. Representing integral binary numbers Unsigned, Sign and Magnitude, 1's and 2's complement

15. Representing integral binary numbers Unsigned, Sign and Magnitude, 1's and 2's complement

20. Third example on expanding binary numbers into larger sizes without changing values

20. Third example on expanding binary numbers into larger sizes without changing values

25. Sign and Magnitude, 1's Complement and 2's Complement representations - GATE 2003 question

25. Sign and Magnitude, 1's Complement and 2's Complement representations - GATE 2003 question

24. Sign and Magnitude, 1's Complement and 2's Complement - GATE 2001 question

24. Sign and Magnitude, 1's Complement and 2's Complement - GATE 2001 question

21. Final comparision Unsigned, Sign and Magnitude, 1's Complement and 2's Complement

21. Final comparision Unsigned, Sign and Magnitude, 1's Complement and 2's Complement

23. Sign and Magnitude, 1's Complement and 2's Complement representations - GATE 2000

23. Sign and Magnitude, 1's Complement and 2's Complement representations - GATE 2000

22. Sign and Magnitude, 1's Complement and 2's Complement representations - GATE 1998 1999 2013

22. Sign and Magnitude, 1's Complement and 2's Complement representations - GATE 1998 1999 2013

11. Number Systems - GATE 2014 question

11. Number Systems - GATE 2014 question

8. Number Systems - GATE 2009 question

8. Number Systems - GATE 2009 question

10. Number Systems - GATE 2014 question

10. Number Systems - GATE 2014 question

13. Number Systems - GATE 2015 question

13. Number Systems - GATE 2015 question

6. Number Systems - GATE 2005 question

6. Number Systems - GATE 2005 question

12. Number Systems - GATE 2014 question

12. Number Systems - GATE 2014 question

9. Number Systems - GATE 2010 question

9. Number Systems - GATE 2010 question

4. Number Systems - GATE 1997 question

4. Number Systems - GATE 1997 question

5. Number Systems - GATE 2004 question

5. Number Systems - GATE 2004 question

7. Number Systems - GATE 2008 question

7. Number Systems - GATE 2008 question

2. Converting from decimal number system to other number systems using Division method

2. Converting from decimal number system to other number systems using Division method

1. Introduction to Number Systems and Expansion method

1. Introduction to Number Systems and Expansion method

3. Practice questions on Number Systems for Aptitude (Workout)

3. Practice questions on Number Systems for Aptitude (Workout)

Maths - Logic - Propositions - GATE 2015 S2

Maths - Logic - Propositions - GATE 2015 S2

Maths - Logic - Propositions - GATE 2014 S3 1

Maths - Logic - Propositions - GATE 2014 S3 1

Maths - Logic - Propositions - GATE 2015 S1 2

Maths - Logic - Propositions - GATE 2015 S1 2

Maths - Logic - Propositions - GATE 2015 S1 1

Maths - Logic - Propositions - GATE 2015 S1 1

Maths - Logic - Propositions - GATE 2014 S3 2

Maths - Logic - Propositions - GATE 2014 S3 2

Maths - Logic - Propositions - GATE 2012

Maths - Logic - Propositions - GATE 2012

Maths - Logic - Propositions - GATE 2008

Maths - Logic - Propositions - GATE 2008

Maths - Logic - Propositions - GATE 2006

Maths - Logic - Propositions - GATE 2006

Maths - Logic - Propositions - GATE 2002 Unless Operator

Maths - Logic - Propositions - GATE 2002 Unless Operator

Maths - Logic - Propositions - GATE 2000

Maths - Logic - Propositions - GATE 2000

Maths - Logic - Propositions - GATE 1996

Maths - Logic - Propositions - GATE 1996

GATE - Maths - Propositions - GATE 1993

GATE - Maths - Propositions - GATE 1993

GATE - Maths - Propositional Logic - Logical Consequences - Constructive And Destructive Dilemma

GATE - Maths - Propositional Logic - Logical Consequences - Constructive And Destructive Dilemma

GATE - Maths - Propositional Logic - Logical Consequences - Disjunctive And Conjunctive Syllogism

GATE - Maths - Propositional Logic - Logical Consequences - Disjunctive And Conjunctive Syllogism

GATE - Maths - Propositional Logic - Logical Consequences - Dilemma

GATE - Maths - Propositional Logic - Logical Consequences - Dilemma

GATE - Maths - Propositional Logic - Logical Consequences - Modus Ponens And Modus Tollens

GATE - Maths - Propositional Logic - Logical Consequences - Modus Ponens And Modus Tollens

GATE - Maths - Propositional Logic - Logical Consequences - Hypothetical Syllogism

GATE - Maths - Propositional Logic - Logical Consequences - Hypothetical Syllogism

GATE - Maths - Propositional Logic - Logical Consequences - Simplification And Addition

GATE - Maths - Propositional Logic - Logical Consequences - Simplification And Addition

GATE - Maths - Propositional Logic - Tautological Implications And Logical Consequences

GATE - Maths - Propositional Logic - Tautological Implications And Logical Consequences

GATE - Maths - Propositional Logic - Tautology, Contradiction, And Contingency

GATE - Maths - Propositional Logic - Tautology, Contradiction, And Contingency

GATE - Maths - Propositional Logic - Valid, Invalid, Satisfiable, Unsatisfiable

GATE - Maths - Propositional Logic - Valid, Invalid, Satisfiable, Unsatisfiable

GATE - Maths - Propositional Logic - Converse, Inverse And Contrapositive

GATE - Maths - Propositional Logic - Converse, Inverse And Contrapositive

GATE - Maths - Propositional Logic - ExOR ExNOR

GATE - Maths - Propositional Logic - ExOR ExNOR

GATE - Maths - Propositional Logic - Connectives - 3

GATE - Maths - Propositional Logic - Connectives - 3

Maths - Logic - Propositions - GATE 2014 S1

Maths - Logic - Propositions - GATE 2014 S1

GATE - Maths - Propositional Logic - Connectives - 2

GATE - Maths - Propositional Logic - Connectives - 2

GATE - Maths - Propositional Logic - Connectives - 1

GATE - Maths - Propositional Logic - Connectives - 1

Aptitude - Maths - Percentages And Fractions

Aptitude - Maths - Percentages And Fractions

Aptitude - Maths - Percentages - Simple Example

Aptitude - Maths - Percentages - Simple Example

Aptitude - Maths - Percentages - Basic Concepts

Aptitude - Maths - Percentages - Basic Concepts

GATE - Maths - Propositional Logic - Arguments

GATE - Maths - Propositional Logic - Arguments

GATE - Maths - Propositional Logic - Introduction

GATE - Maths - Propositional Logic - Introduction

Lets Do Our Best...!!!

Lets Do Our Best...!!!

Aptitude - Reasoning

Aptitude - Reasoning

Software Engineering And Information Systems

Software Engineering And Information Systems

Computer Networks

Computer Networks

Web Technologies

Web Technologies

Databases

Databases

Operating Systems

Operating Systems

Theory Of Computation

Theory Of Computation

Compiler Design

Compiler Design

Digital Logic

Digital Logic

Data Structures And Algorithms

Data Structures And Algorithms

C Programming

C Programming

Computer Architecture And Organization

Computer Architecture And Organization

Calculus

Calculus

Graph Theory

Graph Theory

Numerical Methods

Numerical Methods

Linear Algebra

Linear Algebra

Combinatorics - Permutations And Combinations

Combinatorics - Permutations And Combinations

Set Theoy And Algebra

Set Theoy And Algebra

Mathematical Logic

Mathematical Logic