[ IT ] Information Technology Engineering – Digital All In One – [ 1 – 1 ]
November 11, 2020 2021-02-24 9:35[ IT ] Information Technology Engineering – Digital All In One – [ 1 – 1 ]
[ IT ] Information Technology Engineering – Digital All In One – [ 1 – 1 ]
I.T - Digital All In One | First Year | First Semester
This Exam Pack Contains Study Material, Lecture Notes, Important Questions and Previous Year Question Papers for the Following Subjects and Topics:
Mathematics - 1
1. Matrices
2. Eigen Values and Eigen Vectors
3. Sequences & Series
4. Calculus
5. Multi – Variable Calculus
Engineering Chemistry
1. Molecular Structures and Theories of Bonding
2. Water & Its Treatment
3. Electrochemistry & Corrosion
4. Stereochemistry, Reaction Mechanism & Synthesis of Drug Molecules
5. Stereoscopic Techniques and Applications
Basics of Electrical Engineering
1. DC Circuits
2. AC Circuits
3. Transformers
4. Electrical Machines
5. Electrical Installations
Sample Videos
Learn Engineering Chemistry - BTECH
Why Choose Cynohub For Btech?
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Mathematics 2
- Unit One : 1. Differential Equations – Introduction
- Unit One : 2. Applications of Differential Equations – Newton’s Law of Cooling
- Unit One : 3. Types of Differential Equations
- Unit One : 4. Order and Degree of Differential Equation
- Unit One : 5. Solutions and Types
- Unit One : 6. Formation of Differential Equation Solution and Types
- Unit One : 7. Example 1 – Formation of Differential Equations
- Unit One : 8. Families of Plane Curves
- Unit One : 9. Example – Families of Plane Curves
- Unit One : 10. Differential Equation – First Order – First Degree
- Unit One : 11. Example 1 – Variable Separable Method
- Unit One : 12. Example 2 – Variable Separable Method
- Unit One : 13. Equation reduced to Variable Separable form
- Unit One : 14. Example 1 – Equation reduced to Variable Separable Form
- Unit One : 15. Homogenius Differential Equations – Introduction
- Unit One : 16. General Solution of Homogenous Differential Equations
- Unit One: 17. Homogeneous Differential Equations – Example 1
- Unit One: 18. Homogeneous Differential Equations – Example 2
- Unit One: 19. Homogeneous Differential Equations – Example 3
- Unit One: 20. Non-Homogeneous Differential Equations – Introduction
- Unit One: 21. Non-Homogeneous Differential Equations – Example 1
- Unit Two: 1. Exact Differential Equations – Introduction
- Unit Two: 2. Solving Exact Differential Equations
- Unit Two: 3. Exact Differential Equations – Example 1
- Unit Two: 4. Exact Differential Equations – Example 2
- Unit Two: 5. Exact Differential Equations – Example 3
- Unit Two: 6. Equations Reducible to Exact Equations
- Unit Two: 7. Inspection Method – Finding Integrating Factors
- Unit Two: 8. Finding Integrating Factors – Inspection Method – Example 1
- Unit Two: 9. Solving the Differential Equations
- Unit Two: 10. Solve Differential Equations using Operator Form
- Unit Two: 11. Complete Solution of Differential Equation
- Unit Two: 12. Solve Differential Equations
- Unit Two: 13. General Solution of Differential Equation by Auxillary Form
- Unit Two: 14. General Solution for Differential Equation
- Unit Two: 15. Solve Differential Equation
- Unit Two: 16. Solve Differential Equation Using Operator Form
- Unit Two: 17. Solving Differential Equation
- Unit Two: 18. Solving Differential Equation using Auxillary Form
- Unit Two: 19. Solving Differential Equation
- Unit Two: 20. Finding Particular Integral of a Differential Equation
- Unit Two: 21. Solve the Differential Equation
- Unit Two: 22. General Solution for Differential Equation
- Unit Two: 23. General Solution for Differential Equation – Example 2
- Unit Two: 24. General Solution for Differential Equation – Example 3
- Unit Two: 25. Particular Integral for Differential Equations
- Unit Two: 26. Differential Equations – Variation of Parameters
- Unit Two: 27. Differential Equations – Variation of Parameters – Example 2
- Unit Two: 28. Euler – Cauchy Equation – Introduction
- Unit Two: 29. General Solution for Differential Equation – Example 1
- Unit Two: 30. General Solution for Differential Equation – Example 2
- Unit Two: 31. General Solution for Differential Equation – Examplle 3
- Unit Two: 32. Legrande’s Linear Integral
- Unit Two: 33. Solve the Differential Equation
- Unit Three : 1. Multiple Integrals
- Unit Three : 2. Double Integrals – Example 1
- Unit Three : 3. Evaluate Double Integral – Example 2
- Unit Three : 4. Evaluate Double Integral – Example 3
- Unit Three : 5. Evaluate Double Integral in Positive Quadrant
- Unit Three : 6. Evaluate Double Integral by Converting into Polar Co-Ordinates
- Unit Three : 7. Calculate the area between two circles
- Unit Three : 8. Volume of Double Integral
- Unit Three : 9. Applications of Double Integrals
- Unit Three : 10. Transformation of Co-Ordinates
- Unit Three : 11. Change of Order of Integration
- Unit Three : 12. Evaluate Double Integral by changing the order of Integration
- Unit Three : 13. Evaluate Double Integral by Changing the order of Integration – Example 2
- Unit Three : 14. Change of Variables from Cartesian to Spherical Polar Co-Ordinates
- Unit Three : 15. Change of Variables from Cartesian to Cylindrical Polar Co-Ordinates
- Unit Three : 16. Mass of Plane of Lamina
- Unit Three : 17. Evaluate Double Integral – Area bounded by Positive Quadrant of the circle
- Unit Three : 18. Evaluate Double Integral – Area bounded by Hyperbola
- Unit Three : 19. Evaluate Double Integral – Area bounded by Ellipse
- Unit Three : 20. Evaluate Double Integral – Polar Co-Ordinates
- Unit Three : 21. Triple Integrals – Introduction
- Unit Three : 22. Center of Gravity
- Unit Three : 23. Triple Integrals – Example 1
- Unit Three : 24. Triple Integrals – Example 2
- Unit Three : 25. Triple Integrals – Space Bound Problem
- Unit Three : 26. Triple Integrals – Change of Variables
- Unit Three : 27. Change of Variables from Cartesian to Cylinder
- Unit Four : 1. Vector Differential Operators – Introduction
- Unit Four : 2. Divergence of a Vector – Introduction
- Unit Four : 3. Example 1 – Divergence
- Unit Four : 4. Example 2 – Divergence
- Unit Four : 5. Summary
- Unit Four : 6. Example 3 – Divergence
- Unit Four : 7. Example 4 – Divergence
- Unit Four : 8. Example 5 – Divergence
- Unit Four : 9. Problem on Solenoidal Vector
- Unit Four : 10. Example 1 – Directional Derivative
- Unit Four : 11. Example 2 – Directional Derivative
- Unit Four : 12. Curl of a Vector
- Unit Four : 13. Problems on Irrotational Vector
- Unit Four : 14. Problems on Divergence and Curl
- Unit Four : 15. Irrotational Vector – Example
- Unit Four : 16. Vector Identities
- Unit Four : 17. Vector Identities – Example 2
- Unit Four : 18. Vector Identities – Example 3
- Unit Four : 19. Vector Identities – Example 4
- Unit Five : 1. Introduction to Vector Integration
- Unit Five : 2. Vector Integration – Introduction and Types
- Unit Five : 3. Problems on Vector Integratio
- Unit Five : 4. Line Integral – Example
- Unit Five : 5. Problems on Vector Integration
- Unit Five : 6. Evaluation of Work Done – Example 1
- Unit Five : 7. Evaluation of Work Done – Example 2
- Unit Five : 8. Problems on Vector Integration
- Unit Five : 9. Evaluation of Work Done – Example 3
- Unit Five : 10. Evaluation of Work Done – Example 4
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Applied Physics
- Unit One : 1. Introduction to Quantum Physics
- Unit One : 2. Black Body Radiation
- Unit One : 3. Plank’s Radiation Law
- Unit One : 4. Photoelectric Effect
- Unit One : 5. Photoelectric Effect – Example 1
- Unit One : 6. Photoelectric Effect – Example 2
- Unit One : 7. Compton Effect
- Unit One : 8. Compton Effect – Example 1
- Unit One : 9. Wave Particle Duality
- Unit One : 10. De-Broglie’s Hypothesis
- Unit One : 11. Davisson and Germer Experiment
- Unit One : 12. Heisenberg’s Uncertainity Principle
- Unit One : 13. Bohr’s Interpretation of Wave Function
- Unit One : 14. Interpretation of Schrodinger Equation
- Unit One : 15. Particle in One Dimension Box
- Unit One : 16. Schrodinger’s Time Independent Wave Equation
- Unit Two : 1. Introduction to Semi-Conductors
- Unit Two : 2. Intrinsic Semiconductors – Carrier Concentration
- Unit Two : 3. Intrinsic Semiconductors – Fermi Level and Conductivity
- Unit Two : 4. N-Type Semiconductors
- Unit Two : 5. P-Type Semiconductors
- Unit Two : 6. Generation & Recombination
- Unit Two : 7. Drift and Diffusion
- Unit Two : 8. Hall Effec
- Unit Two : 9. Bipolar Junction Transistor ( BJT )
- Unit Two : 10. Zener Diode
- Unit Two : 11. PN Junction
- Unit Three : 1. Radiative and Non-Radiative Recombination Mechanisms in semiconductors
- Unit Three : 2. Basics of LED
- Unit Three : 3. LED: Light Extraction and design issues
- Unit Three : 4. Visible LED: Photometry and colorimetry
- Unit Three : 5. Solar Cell
- Unit Three : 6. Solar Cell – 2 ( Contd. )
- Unit Three : 7. Solar Cell: Shockley Quiesser Limit
- Unit Three : 8. Basics of Photodetectors
- Unit Three : 9. Photodetectors: Figures of merit and types of devices
- Unit Four : 1. Laser – Interaction Between Matter and Radiation
- Unit Four : 2. Einstein Co-efficients
- Unit Four : 3. Characteristics of Laser
- Unit Four : 4. Components of Laser
- Unit Four : 5. Ruby Laser
- Unit Four : 6. He-Ne Laser
- Unit Four : 7. Co2 Lasery
- Unit Four : 8. Semi Conductor Lasers
- Unit Four : 9. Applications of Lasers
- Unit Four : 10. Fiber Optics – Introduction
- Unit Four : 11. Acceptance Angle & NA
- Unit Four : 12. Types of Fibers
- Unit Four : 13. Signal Propogation Through Optical Fibers
- Unit Four : 14. Signal Attenuation in Fibers
- Unit Four : 15. Applications and Advantages of Optical Fibers
- Unit Five : 1. Fundamental Laws of E&M
- Unit Five : 2. Maxwell’s Equations
- Unit Five : 3. Dielectric Definitions
- Unit Five : 4. Types of Polarisation
- Unit Five : 5. Internal Field – Epstein’s Model
- Unit Five : 6. Internal Field – Lorentz Model
- Unit Five : 7. Clausius – Mosotti Equation
- Unit Five : 8. Pizeoelectricity
- Unit Five : 9. Ferroelectricity
- Unit Five : 10. Magnetic materials – Definitions
- Unit Five : 11. Classification of Magnetic Materials
- Unit Five : 12. Antiferro and Ferrimagnetic Materials
- Unit Five : 13. Hysterics
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Engineering Graphics / Engineering Drawing
- Unit One : 1. Cycloid
- Unit One : 2. Epicycloid
- Unit One : 3. Hyperbola
- Unit One : 4. Hypocycloid
- Unit One : 5. Parabola – Eccentricity Method
- Unit One : 6. Rectangular Hyperbola
- Unit One : 7. Scales – Diagonal Scales
- Unit Two : 1. Introduction to Projection of Points
- Unit Two : 2. Line inclined to One Plane
- Unit Two : 3. Line Inclined to Both Reference Planes – 1
- Unit Two : 4. Line Inclined to Both Reference Planes – 2
- Unit Two : 5. Line Inclined to Both Reference Planes – 3
- Unit Two : 7. Projection of Planes
- Unit Two : 8. Plane Inclined to One Reference Plane – 1
- Unit Two : 9. Plane Inclined to Both Reference Plane – 1
- Unit Two : 10. Plane Inclined to Both Reference Plane – 2
- Unit Two : 11. Plane Inclined to Both Reference Plane – 3
- Unit Three : 1. Sections of Solids – Pentagonal Pyramid
- Unit Three : 2. Sections of Solids – Cone
- Unit Three : 3. Sections of Solids – Pentagonal Prism
- Unit Three : 4. Sections of Solids – Plane Inclined to One Reference Plane
- Unit Three : 5. Orthographic Projections of Sections of Solids
- Unit Three : 6. Sections of Solids – True Shape of Hexagonal Pyramid
- Unit Three : 7. Introduction of Solids and Sections of Solids – Simple Position
- Unit Four : 1. Introduction To Development of Surfaces
- Unit Four : 2. Development of Surfaces – Hexagonal Pyramid
- Unit Four : 3. Projections of Solids – Inclined to One Reference Plane
- Unit Four : 4. Development of Surfaces of Solids – Pentagonal Prism
- Unit Four : 5. Lateral and Total Surface Development of a Cylinder
- Unit Four : 6. Development of Surfaces of Sectional Pyramid
- Unit Four : 7. Development of Surfaces – Cone
- Unit Five : 1. Introduction to Isometric Views and Projections
- Unit Five : 2. Introduction to Conversionpy
- Unit Five : 3. Isometric Views of Planes
- Unit Five : 4. Isometric Views of Solids
- Unit Five : 5. Conversion of Isometric to Orthographic Views
- Unit Five : 8. Conversion of Isometric Views to Orthographic Views – Example 1 – Part 1
- Unit Five : 9. Conversion of Isometric Views to Orthographic Views – Example 1 – Part 2
- Unit Five : 10. Conversion of Isometric Views to Orthographic Views – Example 2 – Part 1
- Unit Five : 11. Conversion of Isometric Views to Orthographic Views – Example 2 – Part 1
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PPS (C Programming)
- Unit One : 1. Introduction to components of a computer
- Unit One : 2. Introduction To Algorithms
- Unit One : 3. Introduction To Flowcharts
- Unit One : 4. Introduction to Computers and Programming
- Unit One : 5. Writing your first program
- Unit One : 6. Variables, Operators and Expressions
- Unit One : 7. Variable declarations, more operators and precedence
- Unit One : 8. Input and Output Statements
- Unit One : 9. Conditionals
- Unit One : 10. Loops
- Unit One : 11. Digital Root Programming – Probelm
- Unit Two : 1. Introduction to array
- Unit Two : 2. Working with 1D arrays
- Unit Two : 3. Find prime numbers – Problem
- Unit Two : 4. Debugging demo
- Unit Two : 5. Multi-dimensional arrays
- Unit Two : 6. Pointers
- Unit Two : 7. More on pointers
- Unit Two : 8. Arrays and pointer arithmetic
- Unit Two : 9. Introduction to Strings
- Unit Two : 10. More on Strings
- Unit Two : 11. Intro to Linked Lists
- Unit Two : 12. Print Elements of a Matrix in Spiral Order Programming – Problem
- Unit Three : 1. Commonly used Preprocessor commands
- Unit Three : 2. Pre Processor Directives in C
- Unit Three : 3. File I/O
- Unit Three : 4. fseek
- Unit Three : 5. ftell
- Unit Three : 6. rewind
- Unit Three : 7. File handling functions overview
- Unit Four : 1. Introduction to functions
- Unit Four : 2. More details on functions
- Unit Four : 3. Arguments, variables and parameters
- Unit Four : 4. Pass parameters by reference
- Unit Four : 5. Recursive functions
- Unit Four : 6. Palindrome Checker Programming – Problem
- Unit Four : 7. Finding Factorial using Recursion – Problem
- Unit Four : 8. Recursive Fibonacci Function – Problemy
- Unit Four : 9. Advantage and Disadvantage of Recursion
- Unit Four : 10. Dynamic memory allocation
- Unit Five : 1. Finding roots of a quadratic equations
- Unit Five : 2. Finding minimum and maximum numbers of a given set
- Unit Five : 3. Finding minimum and maximum numbers of a given set – Code
- Unit Five : 4. Finding if a number is prime number
- Unit Five : 5. Linear and Binary Search Analysis
- Unit Five : 6. Introduction to sorting algorithms
- Unit Five : 7. Selection sort algorithm
- Unit Five : 8. Bubble sort algorithm
- Unit Five : 9. Insertion sort algorithm
- Unit Five : 10. Time complexity of a computer program
- Unit Five : 11. How to calculate running time of an Algorithm?
- Unit Five : 12. Time complexity analysis: asymptotic notations – big oh, theta ,omega
- Unit Five : 13. Time complexity analysis – some general rules
