Curriculum
- 31 Sections
- 180 Lessons
- 52 Weeks
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- DescriptionThis 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 hai1 - How to pass in maths 3 full strategy + Importance4
- Laplace Transform (All Department ) -10
- 4.1Introduction to Laplace transform29 Minutes
- 4.2Formula Method in Laplace transform18 Minutes
- 4.3Linearity Property in Laplace transform19 Minutes
- 4.4Laplace-transform-part-427 Minutes
- 4.5First shift theorem in Laplace transform19 Minutes
- 4.6Second shift theorem in Laplace transform9 Minutes
- 4.7Multiplication by t^n in Laplace transform25 Minutes
- 4.8Division by t in Laplace transform24 Minutes
- 4.9Laplace transform of Derivative20 Minutes
- 4.10Laplace transform of Integration18 Minutes
- Inverse Laplace Transform ( All Department ) -13
- 5.1Introduction to Inverse Laplace Transform15 Minutes
- 5.2Inverse Laplace Transform part 215 Minutes
- 5.3Inverse Laplace Transform part 317 Minutes
- 5.4Partial fractions12 Minutes
- 5.5Convolution theorem24 Minutes
- 5.6Use of Differentiation in inverse Laplace10 Minutes
- 5.7Integration ( Divisible by s ) Copy9 Minutes
- 5.8Heaviside Laplace Copy22 Minutes
- 5.9Inverse Heaviside Laplace Copy9 Minutes
- 5.10Dirac Delta Copy11 Minutes
- 5.11Application of Laplace Transform Copy20 Minutes
- 5.12Periodic function Copy13 Minutes
- 5.13Convolution theorem Copy24 Minutes
- Complex Variable (All Department )7
- 6.1Complex Variable full Concept33 Minutes
- 6.2Basics of Complex Variable and Cauchy Riemann equations in Cartesian14 Minutes
- 6.3Cauchy Riemann Equations in Polar Form5 Minutes
- 6.4Milnethomson Method 112 Minutes
- 6.5Milnethomson Method 210 Minutes
- 6.6Harmonic Functions10 Minutes
- 6.7Orthogonal Curves and Orthogonal Trajectories10 Minutes
- Conformal Mapping (All Department )8
- 7.1Conformal Mapping introduction Copy5 Minutes
- 7.2Transformation Mapping in Conformal Copy8 Minutes
- 7.3Inversion and Reflection Copy18 Minutes
- 7.4Cross ratio Copy10 Minutes
- 7.5Fixed Point part 1 Copy7 Minutes
- 7.6Fixed Point part 2 Copy7 Minutes
- 7.7Mapping Solved Example Copy19 Minutes
- 7.8Rotation and Magnification Copy15 Minutes
- Basic important concept and Formula ( Must watch before Fourier series )3
- Fourier Series (Comps , Mech , Civil , EXTC, Electrical, Electronics )8
- 9.1Introduction to Fourier series23 Minutes
- 9.2Fourier Series solved example31 Minutes
- 9.3Even and Odd theory concept in Fourier Series13 Minutes
- 9.4Even Solved Example24 Minutes
- 9.5Odd solved Example13 Minutes
- 9.6Half range cosine and sine Theory Concept3 Minutes
- 9.7Half range cosine solved example17 Minutes
- 9.8Half range sine Solved example12 Minutes
- Statistical Technique (Comp)10
- 10.1Introduction to correlation8 Minutes
- 10.2Karl Pearson coefficient correlation6 Minutes
- 10.3Spearman Rank (correlation)13 Minutes
- 10.4Introduction to Regression5 Minutes
- 10.5Regression part 213 Minutes
- 10.6Regression part 315 Minutes
- 10.7Curve Fitting part 15 Minutes
- 10.8Curve Fitting part 29 Minutes
- 10.9Curve Fitting part 3 Copy14 Minutes
- 10.10Curve Fitting part 4 Copy8 Minutes
- Probability Distribution (Comp)10
- 11.1Introduction to Probability Distribution7 Minutes
- 11.2Discrete Random Variable in Probability Distribution15 Minutes
- 11.3Distribution function of Discrete Random Variable10 Minutes
- 11.4Continuous Random Variable in Probability Distribution9 Minutes
- 11.5Continuous Distribution Function in Probability Distribution14 Minutes
- 11.6Expectation in Probability Distribution12 Minutes
- 11.7Mean and Variance Part 1 in Probability Distribution11 Minutes
- 11.8Mean and Variance Part 2 in Probability Distribution13 Minutes
- 11.9Moments and Moments Generating Function Part #1 in Probability Distribution13 Minutes
- 11.10Moments and Moments Generating Function Part #2 in Probability Distribution11 Minutes
- Z transform (Comps )6
- Inverse Z transform (Comps )2
- Correlation (Comps , Mechanical and Civil )3
- Regression (Comps , Mechanical and Civil )3
- Curve Fitting (Comps , Mechanical and Civil )4
- Complex Form of Fourier Series (Mechanical and Civil )2
- Partial Differentiation (Mechanical and Civil )3
- Complex Integration (Mechanical and Civil )8
- 19.1Complex integration along a Circle with Solved Example Copy12 Minutes
- 19.2Complex integration along a Line or Parabola with Solved Example Copy17 Minutes
- 19.3Taylor and Laurent series Full Basic with Solved Example part 1 Copy15 Minutes
- 19.4Taylor and Laurent series Full Basic with Solved Example part 2 Copy17 Minutes
- 19.5Cauchy’s Theorem Basics & Cauchy’s integral formula Type 1 Copy13 Minutes
- 19.6Cauchy’s Theorem Type 2 and Type 3 Copy10 Minutes
- 19.7Cauchy’s Theorem Type 4 and Type 5 Copy12 Minutes
- 19.8Cauchy’s residue theorem Copy20 Minutes
- Set Theory ( Information Technology )8
- 20.1Set Theory Part #1 Copy10 Minutes
- 20.2Set Theory Part #2 Copy9 Minutes
- 20.3Set Theory Part #3 Copy8 Minutes
- 20.4Set Theory Part #4 Copy11 Minutes
- 20.5Set Theory Part #5 Copy11 Minutes
- 20.6Posets and Hasse Diagram Copy12 Minutes
- 20.7Pigeon Hole and Extended Pigeon Hole Copy8 Minutes
- 20.8Partition of sample space Copy8 Minutes
- Permutation and Combination ( Information Technology )5
- Probability ( Information Technology )6
- Vector Differentiation ( EXTC, Electrical , Electronics )3
- Vector Integration (EXTC, Electrical , Electronics )3
- Bessel's function ( EXTC, Electrical , Electronics )2
- LINEAR ALGEBRA / MATRICES11
- 26.1Introduction to Matrices Copy7 Minutes
- 26.2Eigen value and Eigen vector in Matrices Copy17 Minutes
- 26.3Eigen value and Eigen vectors for Types of Matrices Copy6 Minutes
- 26.4Cayley Hamilton Theorem Full Basics Copy9 Minutes
- 26.5Cayley Hamilton Theorem with Example Part 2 Copy5 Minutes
- 26.6Cayley Hamilton Theorem with Example Part 3 Copy4 Minutes
- 26.7Monic and Minimal Polynomial of a Matrix Copy5 Minutes
- 26.8Algebraic multiplicity And Geometric multiplicity Copy10 Minutes
- 26.9Functions of a Square Matrix in Matrices Copy7 Minutes
- 26.10Reduction of Quadratic form to Canonical form Copy13 Minutes
- 26.11Orthogonal Matrix with Solved Example Copy9 Minutes
- Hand Made Notes for Computer Engineering7
- Hand Made Notes for Mech/Civil/Production/Automobile7
- Hand Made Notes for EXTC/Electronics/Electrical5
- Hand Made Notes for Information Technology3
- Maths 3 Answer Key2
- Maths 3 MCQ's13
- 32.1Laplace Transform (All Branches ) Copy
- 32.2Complex Variable and Conformal Mapping (All Branches ) Copy
- 32.3Fourier Series (Comps.Mech/Civil,EXTC/Electrical/Electronic) Copy
- 32.4Correlation and Regressions (Comps , Mech/Civil/Automobile/Production) Copy
- 32.5Curve Fitting (Comps , Mech/Civil/Automobile/Production) Copy
- 32.6Complex Integration (Mech/Civil/Automobile/Production) Copy
- 32.7Laurent Series (Mech/Civil/Automobile/Production) Copy
- 32.8Fourier Transform (EXTC/Electrical/Electronic) Copy
- 32.9Vector Differentiation (EXTC/Electrical/Electronic) Copy
- 32.10Vector Integration (EXTC/Electrical/Electronic) Copy
- 32.11Set Theory ( IT ) Copy
- 32.12Functions ( IT ) Copy
- 32.13Permutation and Combination ( IT ) Copy
Introduction to Z transform Copy
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