Curriculum
- 31 Sections
- 181 Lessons
- 52 Weeks
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- Laplace Transform (All Department )10
- 2.1Introduction to Laplace transform29 Minutes
- 2.2Formula Method in Laplace transform18 Minutes
- 2.3Linearity Property in Laplace transform19 Minutes
- 2.4Laplace Transform Part 427 Minutes
- 2.5First Shift Theorem in Laplace Transform19 Minutes
- 2.6Second Shift Theorem in Laplace Transform9 Minutes
- 2.7Multiplication by t^n in Laplace transform25 Minutes
- 2.8Division by t in Laplace transform24 Minutes
- 2.9Laplace transform of Derivative20 Minutes
- 2.10Laplace transform of Integration18 Minutes
- Inverse Laplace Transform ( All Department )13
- 3.1Introduction to Inverse Laplace Transform15 Minutes
- 3.2Inverse Laplace Transform Part 215 Minutes
- 3.3Inverse Laplace Transform part 317 Minutes
- 3.4Partial fractions12 Minutes
- 3.5Convolution theorem24 Minutes
- 3.6Use of Differentiation in inverse Laplace10 Minutes
- 3.7Integration ( Divisible by s )9 Minutes
- 3.8Heaviside Laplace22 Minutes
- 3.9Inverse Heaviside Laplace9 Minutes
- 3.10Dirac Delta11 Minutes
- 3.11Application of Laplace Transform20 Minutes
- 3.12Periodic function13 Minutes
- 3.13Convolution theorem24 Minutes
- Complex Variable (All Department )7
- 4.1Complex Variable Full Concept33 Minutes
- 4.2Basics of Complex Variable and Cauchy Riemann equations in Cartesian14 Minutes
- 4.3Cauchy Riemann Equations in Polar Form5 Minutes
- 4.4Milne Thomson Method 112 Minutes
- 4.5Milnethomson Method 210 Minutes
- 4.6Harmonic Functions10 Minutes
- 4.7Orthogonal Curves and Orthogonal Trajectories10 Minutes
- Conformal Mapping (All Department )8
- Basic important concept and Formula ( Must watch before Fourier series )3
- Fourier Series (Comps , Mech , Civil , EXTC, Electrical, Electronics )8
- 7.1Introduction to Fourier series23 Minutes
- 7.2Fourier Series solved example31 Minutes
- 7.3Even and Odd theory concept in Fourier Series13 Minutes
- 7.4Even Solved Example24 Minutes
- 7.5Odd Solved Example13 Minutes
- 7.6Half range cosine and sine Theory Concept3 Minutes
- 7.7Half range cosine solved example17 Minutes
- 7.8Half range sine Solved example12 Minutes
- Statistical Technique (Comp)10
- 8.1Introduction to correlation8 Minutes
- 8.2Karl Pearson coefficient correlation6 Minutes
- 8.3Spearmans Rank (correlation)13 Minutes
- 8.4Introduction to Regression5 Minutes
- 8.5Regression Part 213 Minutes
- 8.6Regression part 315 Minutes
- 8.7Curve Fitting part 15 Minutes
- 8.8Curve Fitting part 29 Minutes
- 8.9Curve Fitting part 314 Minutes
- 8.10Curve Fitting part 48 Minutes
- Probability Distribution (Comp)10
- 9.1Introduction to Probability Distribution7 Minutes
- 9.2Discrete Random Variable in Probability Distribution15 Minutes
- 9.3Distribution function of Discrete Random Variable10 Minutes
- 9.4Continuous Random Variable in Probability Distribution9 Minutes
- 9.5Continuous Distribution Function in Probability Distribution14 Minutes
- 9.6Expectation in Probability Distribution12 Minutes
- 9.7Mean and Variance Part 1 in Probability Distribution11 Minutes
- 9.8Mean and Variance Part 2 in Probability Distribution13 Minutes
- 9.9Moments and Moments Generating Function Part #1 in Probability Distribution13 Minutes
- 9.10Moments 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
- 17.1Complex integration along a Circle with Solved Example12 Minutes
- 17.2Complex integration along a Line or Parabola with Solved Example17 Minutes
- 17.3Taylor and Laurent series Full Basic with Solved Example part 115 Minutes
- 17.4Taylor and Laurent series Full Basic with Solved Example part 217 Minutes
- 17.5Cauchy’s Theorem Basics and Cauchy’s integral formula Type 113 Minutes
- 17.6Cauchy’s Theorem Type 2 and Type 310 Minutes
- 17.7Cauchy’s Theorem Type 4 and Type 512 Minutes
- 17.8Cauchy’s residue theorem20 Minutes
- Set Theory ( Information Technology )8
- 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
- 24.1Introduction to Matrices7 Minutes
- 24.2Eigenvalue and Eigenvector in Matrices17 Minutes
- 24.3Eigenvalue and Eigenvector for Types of Matrices6 Minutes
- 24.4Cayley Hamilton Theorem Full Basics9 Minutes
- 24.5Cayley Hamilton Theorem with Example Part 25 Minutes
- 24.6Cayley Hamilton Theorem with Example Part 34 Minutes
- 24.7Monic and Minimal Polynomial of a Matrix5 Minutes
- 24.8Algebraic multiplicity And Geometric multiplicity10 Minutes
- 24.9Functions of a Square Matrix in Matrices7 Minutes
- 24.10Reduction of Quadratic form to Canonical form13 Minutes
- 24.11Orthogonal Matrix with Solved Example9 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
- How to pass in maths 3 full strategy + Importance4
- Maths 3 MCQ's14
- 31.1How to Attempt MCQ’s9 Minutes
- 31.2Laplace Transform (All Branches )
- 31.3Complex Variable and Conformal Mapping (All Branches )
- 31.4Fourier Series (Comps.Mech/Civil,EXTC/Electrical/Electronic)
- 31.5Correlation and Regressions (Comps , Mech/Civil/Automobile/Production)
- 31.6Curve Fitting (Comps , Mech/Civil/Automobile/Production)
- 31.7Complex Integration (Mech/Civil/Automobile/Production)
- 31.8Laurent Series (Mech/Civil/Automobile/Production)
- 31.9Fourier Transform (EXTC/Electrical/Electronic)
- 31.10Vector Differentiation (EXTC/Electrical/Electronic)
- 31.11Vector Integration (EXTC/Electrical/Electronic)
- 31.12Set Theory ( IT )
- 31.13Functions ( IT )
- 31.14Permutation and Combination ( IT )