Maths 3 series (Engineering) + Handmade Notes

Description 1

This series is completely for beginners if you don't know the basics its completely fine then also you can easy learn from this series and understand the complex concept of maths 3 in a easy way

Branches Covered ( Comps , Mechanical , Civil , EXTC , Electrical , Electronics , IT )
Handmade Notes : Notes are Brilliant , Easy Language , East to understand ( Student Feedback )
Exam ke Pehle Notes ek baar Dekhlo revision aise hi jata hai

• Lecture1.1
  How to Attempt MCQ’s Copy 09 min

How to pass in maths 3 full strategy + Importance 4

• Lecture2.1
  How to pass in maths 3 For Computer Engineering Copy 10 min
• Lecture2.2
  How to pass in maths 3 For Mech / Civil / Production / Automobile Copy 09 min
• Lecture2.3
  How to pass in maths 3 For EXTC / Electrical / Electronics Copy 08 min
• Lecture2.4
  How to pass in maths 3 For Informal Technology Copy 07 min

Laplace Transform (All Department ) - 10

• Lecture3.1
  Introduction to Laplace transform 29 min
• Lecture3.2
  Formula Method in Laplace transform 18 min
• Lecture3.3
  Linearity Property in Laplace transform 19 min
• Lecture3.4
  Laplace-transform-part-4 27 min
• Lecture3.5
  First shift theorem in Laplace transform 19 min
• Lecture3.6
  Second shift theorem in Laplace transform 09 min
• Lecture3.7
  Multiplication by t^n in Laplace transform 25 min
• Lecture3.8
  Division by t in Laplace transform 24 min
• Lecture3.9
  Laplace transform of Derivative 20 min
• Lecture3.10
  Laplace transform of Integration 18 min

Inverse Laplace Transform ( All Department ) - 13

• Lecture4.1
  Introduction to Inverse Laplace Transform 15 min
• Lecture4.2
  Inverse Laplace Transform part 2 15 min
• Lecture4.3
  Inverse Laplace Transform part 3 17 min
• Lecture4.4
  Partial fractions 12 min
• Lecture4.5
  Convolution theorem 24 min
• Lecture4.6
  Use of Differentiation in inverse Laplace 10 min
• Lecture4.7
  Integration ( Divisible by s ) Copy 09 min
• Lecture4.8
  Heaviside Laplace Copy 22 min
• Lecture4.9
  Inverse Heaviside Laplace Copy 09 min
• Lecture4.10
  Dirac Delta Copy 11 min
• Lecture4.11
  Application of Laplace Transform Copy 20 min
• Lecture4.12
  Periodic function Copy 13 min
• Lecture4.13
  Convolution theorem Copy 24 min

Complex Variable (All Department ) 7

• Lecture5.1
  Complex Variable full Concept 33 min
• Lecture5.2
  Basics of Complex Variable and Cauchy Riemann equations in Cartesian 14 min
• Lecture5.3
  Cauchy Riemann Equations in Polar Form 05 min
• Lecture5.4
  Milnethomson Method 1 12 min
• Lecture5.5
  Milnethomson Method 2 10 min
• Lecture5.6
  Harmonic Functions 10 min
• Lecture5.7
  Orthogonal Curves and Orthogonal Trajectories 10 min

Conformal Mapping (All Department ) 8

• Lecture6.1
  Conformal Mapping introduction Copy 05 min
• Lecture6.2
  Transformation Mapping in Conformal Copy 08 min
• Lecture6.3
  Inversion and Reflection Copy 18 min
• Lecture6.4
  Cross ratio Copy 10 min
• Lecture6.5
  Fixed Point part 1 Copy 07 min
• Lecture6.6
  Fixed Point part 2 Copy 07 min
• Lecture6.7
  Mapping Solved Example Copy 19 min
• Lecture6.8
  Rotation and Magnification Copy 15 min

Basic important concept and Formula ( Must watch before Fourier series ) 3

• Lecture7.1
  Trigonometry Basic Formula part 1 Copy 06 min
• Lecture7.2
  Trigonometry Basic Formula part 2 Copy 09 min
• Lecture7.3
  Integration By Parts Copy 12 min

Fourier Series (Comps , Mech , Civil , EXTC, Electrical, Electronics ) 8

• Lecture8.1
  Introduction to Fourier series 23 min
• Lecture8.2
  Fourier Series solved example 31 min
• Lecture8.3
  Even and Odd theory concept in Fourier Series 13 min
• Lecture8.4
  Even Solved Example 24 min
• Lecture8.5
  Odd solved Example 13 min
• Lecture8.6
  Half range cosine and sine Theory Concept 03 min
• Lecture8.7
  Half range cosine solved example 17 min
• Lecture8.8
  Half range sine Solved example 12 min

Statistical Technique (Comp) 10

• Lecture9.1
  Introduction to correlation 08 min
• Lecture9.2
  Karl Pearson coefficient correlation 06 min
• Lecture9.3
  Spearman Rank (correlation) 13 min
• Lecture9.4
  Introduction to Regression 05 min
• Lecture9.5
  Regression part 2 13 min
• Lecture9.6
  Regression part 3 15 min
• Lecture9.7
  Curve Fitting part 1 05 min
• Lecture9.8
  Curve Fitting part 2 09 min
• Lecture9.9
  Curve Fitting part 3 Copy 14 min
• Lecture9.10
  Curve Fitting part 4 Copy 08 min

Probability Distribution (Comp) 10

• Lecture10.1
  Introduction to Probability Distribution 07 min
• Lecture10.2
  Discrete Random Variable in Probability Distribution 15 min
• Lecture10.3
  Distribution function of Discrete Random Variable 10 min
• Lecture10.4
  Continuous Random Variable in Probability Distribution 09 min
• Lecture10.5
  Continuous Distribution Function in Probability Distribution 14 min
• Lecture10.6
  Expectation in Probability Distribution 12 min
• Lecture10.7
  Mean and Variance Part 1 in Probability Distribution 11 min
• Lecture10.8
  Mean and Variance Part 2 in Probability Distribution 13 min
• Lecture10.9
  Moments and Moments Generating Function Part #1 in Probability Distribution 13 min
• Lecture10.10
  Moments and Moments Generating Function Part #2 in Probability Distribution 11 min

Z transform (Comps ) 6

• Lecture11.1
  Introduction to Z transform Copy 16 min
• Lecture11.2
  Z Transforms Change Of Scale Copy 05 min
• Lecture11.3
  Z Transforms linearity Copy 09 min
• Lecture11.4
  Z Transforms multiplication by k Copy 10 min
• Lecture11.5
  Z Transforms Of Standard Functions Copy 08 min
• Lecture11.6
  Z Transforms Shifting Property Copy 05 min

Inverse Z transform (Comps ) 2

• Lecture12.1
  Inverse Z transform using binomial expansion Copy 13 min
• Lecture12.2
  Inverse Z transform using partial fractions Copy 20 min

Correlation (Comps , Mechanical and Civil ) 3

• Lecture13.1
  Introduction to correlation Copy 08 min
• Lecture13.2
  Karl Pearson coefficient correlation Copy 06 min
• Lecture13.3
  Spearman Rank Copy 13 min

Regression (Comps , Mechanical and Civil ) 3

• Lecture14.1
  Introduction to Regression Copy 05 min
• Lecture14.2
  Regression part 2 Copy 13 min
• Lecture14.3
  Regression part 3 Copy 15 min

Curve Fitting (Comps , Mechanical and Civil ) 4

• Lecture15.1
  Curve Fitting part 1 Copy 05 min
• Lecture15.2
  Curve Fitting part 2 Copy 09 min
• Lecture15.3
  Curve Fitting part 3 Copy 14 min
• Lecture15.4
  Curve Fitting part 4 Copy 08 min

Complex Form of Fourier Series (Mechanical and Civil ) 2

• Lecture16.1
  Complex form of Fourier Series Copy 28 min
• Lecture16.2
  Orthogonal and Orthogonality Copy 16 min

Partial Differentiation (Mechanical and Civil ) 3

• Lecture17.1
  Bender-Schmidit method Copy 12 min
• Lecture17.2
  Crank-Nicholson Simplified method Copy 18 min
• Lecture17.3
  Laplace equation Copy 13 min

Complex Integration (Mechanical and Civil ) 8

• Lecture18.1
  Complex integration along a Circle with Solved Example Copy 12 min
• Lecture18.2
  Complex integration along a Line or Parabola with Solved Example Copy 17 min
• Lecture18.3
  Taylor and Laurent series Full Basic with Solved Example part 1 Copy 15 min
• Lecture18.4
  Taylor and Laurent series Full Basic with Solved Example part 2 Copy 17 min
• Lecture18.5
  Cauchy’s Theorem Basics & Cauchy’s integral formula Type 1 Copy 13 min
• Lecture18.6
  Cauchy’s Theorem Type 2 and Type 3 Copy 10 min
• Lecture18.7
  Cauchy’s Theorem Type 4 and Type 5 Copy 12 min
• Lecture18.8
  Cauchy’s residue theorem Copy 20 min

Set Theory ( Information Technology ) 8

• Lecture19.1
  Set Theory Part #1 Copy 10 min
• Lecture19.2
  Set Theory Part #2 Copy 09 min
• Lecture19.3
  Set Theory Part #3 Copy 08 min
• Lecture19.4
  Set Theory Part #4 Copy 11 min
• Lecture19.5
  Set Theory Part #5 Copy 11 min
• Lecture19.6
  Posets and Hasse Diagram Copy 12 min
• Lecture19.7
  Pigeon Hole and Extended Pigeon Hole Copy 08 min
• Lecture19.8
  Partition of sample space Copy 08 min

Permutation and Combination ( Information Technology ) 5

• Lecture20.1
  Permutation and Combination Basics #1 Copy 18 min
• Lecture20.2
  Permutation and Combination Basics #2 Copy 07 min
• Lecture20.3
  Permutation Numerical Part 1 Copy 14 min
• Lecture20.4
  Permutation Numerical Part 2 Copy 10 min
• Lecture20.5
  Combination Numerical Copy 14 min

Probability ( Information Technology ) 6

• Lecture21.1
  Probability 1 Copy 20 min
• Lecture21.2
  Probability 2 Copy 10 min
• Lecture21.3
  Conditions Probability Copy 12 min
• Lecture21.4
  Repeated Trials Copy 14 min
• Lecture21.5
  Baye’s theorem Copy 09 min
• Lecture21.6
  Partition of sample space Copy 08 min

Vector Differentiation ( EXTC, Electrical , Electronics ) 3

• Lecture22.1
  Vector differentiation basics and gradient Copy 15 min
• Lecture22.2
  Divergence and curl Copy 10 min
• Lecture22.3
  Scalar Potential Copy 14 min

Vector Integration (EXTC, Electrical , Electronics ) 3

• Lecture23.1
  Green theorem Copy 15 min
• Lecture23.2
  Gauss divergence theorem Copy 07 min
• Lecture23.3
  stoke’s theorem Copy 17 min

Bessel's function ( EXTC, Electrical , Electronics ) 2

• Lecture24.1
  Bessel’s function Copy 10 min
• Lecture24.2
  Bessel’s function numerical Copy 10 min

LINEAR ALGEBRA / MATRICES 11

• Lecture25.1
  Introduction to Matrices Copy 07 min
• Lecture25.2
  Eigen value and Eigen vector in Matrices Copy 17 min
• Lecture25.3
  Eigen value and Eigen vectors for Types of Matrices Copy 06 min
• Lecture25.4
  Cayley Hamilton Theorem Full Basics Copy 09 min
• Lecture25.5
  Cayley Hamilton Theorem with Example Part 2 Copy 05 min
• Lecture25.6
  Cayley Hamilton Theorem with Example Part 3 Copy 04 min
• Lecture25.7
  Monic and Minimal Polynomial of a Matrix Copy 05 min
• Lecture25.8
  Algebraic multiplicity And Geometric multiplicity Copy 10 min
• Lecture25.9
  Functions of a Square Matrix in Matrices Copy 07 min
• Lecture25.10
  Reduction of Quadratic form to Canonical form Copy 13 min
• Lecture25.11
  Orthogonal Matrix with Solved Example Copy 09 min

Hand Made Notes for Computer Engineering 7

• Lecture26.1
  Fourier Series Notes
• Lecture26.2
  Laplace Transform Notes
• Lecture26.3
  Inverse Laplace Transform Notes
• Lecture26.4
  Complex Variable Notes
• Lecture26.5
  Z transform Notes Copy
• Lecture26.6
  Correlation,Regression and Curve Fitting Notes Copy
• Lecture26.7
  Probablity

Hand Made Notes for Mech/Civil/Production/Automobile 7

• Lecture27.1
  Laplace Transform Notes Copy
• Lecture27.2
  Inverse Laplace Transform Notes Copy
• Lecture27.3
  Partial Differentiation Copy
• Lecture27.4
  Complex Integration Copy
• Lecture27.5
  Complex Variable Notes Copy
• Lecture27.6
  Fourier Series Notes Copy
• Lecture27.7
  Correlation,Regression and Curve Fitting Notes Copy

Hand Made Notes for EXTC/Electronics/Electrical 5

• Lecture28.1
  Laplace Transform Notes Copy
• Lecture28.2
  Inverse Laplace Transform Notes Copy
• Lecture28.3
  Fourier Series Notes Copy
• Lecture28.4
  Vector Differentiation and Integration and Bessel’s Function Copy
• Lecture28.5
  Complex Variable Notes Copy

Hand Made Notes for Information Technology 3

• Lecture29.1
  Laplace Transform Notes Copy
• Lecture29.2
  Inverse Laplace Transform Notes Copy
• Lecture29.3
  Complex Variable Notes Copy

Maths 3 Answer Key 2

• Lecture30.1
  Cauchy’s residue theorem Copy 20 min
• Lecture30.2
  Answer Key / Solution Key Copy

Maths 3 MCQ's 13

• Lecture31.1
  Laplace Transform (All Branches ) Copy
• Lecture31.2
  Complex Variable and Conformal Mapping (All Branches ) Copy
• Lecture31.3
  Fourier Series (Comps.Mech/Civil,EXTC/Electrical/Electronic) Copy
• Lecture31.4
  Correlation and Regressions (Comps , Mech/Civil/Automobile/Production) Copy
• Lecture31.5
  Curve Fitting (Comps , Mech/Civil/Automobile/Production) Copy
• Lecture31.6
  Complex Integration (Mech/Civil/Automobile/Production) Copy
• Lecture31.7
  Laurent Series (Mech/Civil/Automobile/Production) Copy
• Lecture31.8
  Fourier Transform (EXTC/Electrical/Electronic) Copy
• Lecture31.9
  Vector Differentiation (EXTC/Electrical/Electronic) Copy
• Lecture31.10
  Vector Integration (EXTC/Electrical/Electronic) Copy
• Lecture31.11
  Set Theory ( IT ) Copy
• Lecture31.12
  Functions ( IT ) Copy
• Lecture31.13
  Permutation and Combination ( IT ) Copy