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About the Course 1
Maths 3 series (Engineering) + Handmade Notes (MU)
Crack your Engineering Maths-3 Exams in first attempt with LMT Maths 3 Course 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-
- 🎥 100+ Video Lectures
- 📚 Study Notes (Concepts & Solved Example)
- 📝 Branches Covered ( Comps , Mechanical , Civil , EXTC , Electrical , Electronics , IT )
- 👣 Beginner Friendly
- ⭐️ Trusted by 1000+ Students
- 👨🎓 Student Feedback ( Notes are Brilliant , Easy Language , East to understand )
The one-stop destination for everything you need for Engineering Maths 3 Exam Preparations
So let's dive in - Enroll today and Crack the toughest Exam of Engineering Easily-
How to Attempt MCQ’s 09 minLecture1.1
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Laplace Transform (All Department ) 10
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Introduction to Laplace transform 29 minLecture2.1
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Formula Method in Laplace transform 18 minLecture2.2
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Linearity Property in Laplace transform 19 minLecture2.3
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Laplace Transform Part 4 27 minLecture2.4
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First Shift Theorem in Laplace Transform 19 minLecture2.5
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Second Shift Theorem in Laplace Transform 09 minLecture2.6
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Multiplication by t^n in Laplace transform 25 minLecture2.7
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Division by t in Laplace transform 24 minLecture2.8
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Laplace transform of Derivative 20 minLecture2.9
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Laplace transform of Integration 18 minLecture2.10
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Inverse Laplace Transform ( All Department ) 13
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Introduction to Inverse Laplace Transform 15 minLecture3.1
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Inverse Laplace Transform Part 2 15 minLecture3.2
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Inverse Laplace Transform part 3 17 minLecture3.3
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Partial fractions 12 minLecture3.4
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Convolution theorem 24 minLecture3.5
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Use of Differentiation in inverse Laplace 10 minLecture3.6
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Integration ( Divisible by s ) 09 minLecture3.7
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Heaviside Laplace 22 minLecture3.8
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Inverse Heaviside Laplace 09 minLecture3.9
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Dirac Delta 11 minLecture3.10
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Application of Laplace Transform 20 minLecture3.11
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Periodic function 13 minLecture3.12
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Convolution theorem 24 minLecture3.13
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Complex Variable (All Department ) 7
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Complex Variable Full Concept 33 minLecture4.1
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Basics of Complex Variable and Cauchy Riemann equations in Cartesian 14 minLecture4.2
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Cauchy Riemann Equations in Polar Form 05 minLecture4.3
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Milne Thomson Method 1 12 minLecture4.4
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Milnethomson Method 2 10 minLecture4.5
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Harmonic Functions 10 minLecture4.6
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Orthogonal Curves and Orthogonal Trajectories 10 minLecture4.7
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Conformal Mapping (All Department ) 8
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Conformal Mapping Introduction 05 minLecture5.1
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Transformation Mapping in Conformal 08 minLecture5.2
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Inversion and Reflection 18 minLecture5.3
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Cross ratio 10 minLecture5.4
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Fixed Point Part 1 07 minLecture5.5
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Fixed Point part 2 07 minLecture5.6
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Mapping Solved Example 19 minLecture5.7
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Rotation and Magnification 15 minLecture5.8
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Basic important concept and Formula ( Must watch before Fourier series ) 3
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Trigonometry Basic Formula part 1 06 minLecture6.1
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Trigonometry Basic Formula part 2 09 minLecture6.2
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Integration By Parts 12 minLecture6.3
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Fourier Series (Comps , Mech , Civil , EXTC, Electrical, Electronics ) 8
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Introduction to Fourier series 23 minLecture7.1
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Fourier Series solved example 31 minLecture7.2
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Even and Odd theory concept in Fourier Series 13 minLecture7.3
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Even Solved Example 24 minLecture7.4
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Odd Solved Example 13 minLecture7.5
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Half range cosine and sine Theory Concept 03 minLecture7.6
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Half range cosine solved example 17 minLecture7.7
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Half range sine Solved example 12 minLecture7.8
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Statistical Technique (Comp) 10
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Introduction to correlation 08 minLecture8.1
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Karl Pearson coefficient correlation 06 minLecture8.2
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Spearmans Rank (correlation) 13 minLecture8.3
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Introduction to Regression 05 minLecture8.4
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Regression Part 2 13 minLecture8.5
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Regression part 3 15 minLecture8.6
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Curve Fitting part 1 05 minLecture8.7
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Curve Fitting part 2 09 minLecture8.8
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Curve Fitting part 3 14 minLecture8.9
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Curve Fitting part 4 08 minLecture8.10
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Probability Distribution (Comp) 10
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Introduction to Probability Distribution 07 minLecture9.1
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Discrete Random Variable in Probability Distribution 15 minLecture9.2
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Distribution function of Discrete Random Variable 10 minLecture9.3
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Continuous Random Variable in Probability Distribution 09 minLecture9.4
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Continuous Distribution Function in Probability Distribution 14 minLecture9.5
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Expectation in Probability Distribution 12 minLecture9.6
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Mean and Variance Part 1 in Probability Distribution 11 minLecture9.7
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Mean and Variance Part 2 in Probability Distribution 13 minLecture9.8
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Moments and Moments Generating Function Part #1 in Probability Distribution 13 minLecture9.9
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Moments and Moments Generating Function Part #2 in Probability Distribution 11 minLecture9.10
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Z transform (Comps ) 6
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Introduction to Z transform 16 minLecture10.1
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Z Transform Change Of Scale 05 minLecture10.2
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Z Transforms linearity 09 minLecture10.3
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Z Transforms multiplication by k 10 minLecture10.4
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Z Transforms Of Standard Functions 08 minLecture10.5
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Z Transforms Shifting Property 05 minLecture10.6
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Inverse Z transform (Comps ) 2
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Inverse Z transform using binomial expansion 13 minLecture11.1
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Inverse Z transform using partial fractions 20 minLecture11.2
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Correlation (Comps , Mechanical and Civil ) 3
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Introduction to correlation 08 minLecture12.1
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Karl Pearson’s coefficient correlation 06 minLecture12.2
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Spearman Rank 13 minLecture12.3
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Regression (Comps , Mechanical and Civil ) 3
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Introduction to Regression 05 minLecture13.1
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Regression part 2 13 minLecture13.2
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Regression part 3 15 minLecture13.3
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Curve Fitting (Comps , Mechanical and Civil ) 4
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Curve Fitting part 1 05 minLecture14.1
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Curve Fitting part 2 09 minLecture14.2
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Curve Fitting part 3 14 minLecture14.3
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Curve Fitting part 4 08 minLecture14.4
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Complex Form of Fourier Series (Mechanical and Civil ) 2
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Complex form of Fourier Series 28 minLecture15.1
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Orthogonal and Orthogonality 16 minLecture15.2
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Partial Differentiation (Mechanical and Civil ) 3
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Bender Schmidit methodLecture16.1
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Crank-Nicholson Simplified method 18 minLecture16.2
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Laplace equation 13 minLecture16.3
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Complex Integration (Mechanical and Civil ) 8
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Complex integration along a Circle with Solved Example 12 minLecture17.1
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Complex integration along a Line or Parabola with Solved Example 17 minLecture17.2
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Taylor and Laurent series Full Basic with Solved Example part 1 15 minLecture17.3
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Taylor and Laurent series Full Basic with Solved Example part 2 17 minLecture17.4
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Cauchy’s Theorem Basics and Cauchy’s integral formula Type 1 13 minLecture17.5
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Cauchy’s Theorem Type 2 and Type 3 10 minLecture17.6
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Cauchy’s Theorem Type 4 and Type 5 12 minLecture17.7
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Cauchy’s residue theorem 20 minLecture17.8
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Set Theory ( Information Technology ) 8
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Set Theory Part #1 10 minLecture18.1
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Set Theory Part #2 09 minLecture18.2
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Set Theory Part #3 08 minLecture18.3
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Set Theory Part #4 11 minLecture18.4
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Set Theory Part #5 11 minLecture18.5
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Posets and Hasse Diagram 12 minLecture18.6
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Pigeon Hole and Extended Pigeon Hole 08 minLecture18.7
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Partition of sample space 08 minLecture18.8
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Permutation and Combination ( Information Technology ) 5
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Permutation and Combination Basics #1 18 minLecture19.1
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Permutation and Combination Basics #2 07 minLecture19.2
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Permutation Numerical Part 1 14 minLecture19.3
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Permutation Numerical Part 2 10 minLecture19.4
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Combination Numerical 14 minLecture19.5
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Probability ( Information Technology ) 6
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Probability Part 1 20 minLecture20.1
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Probability Part 2 10 minLecture20.2
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Conditions Probability 12 minLecture20.3
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Repeated Trial 14 minLecture20.4
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Bayes theorem 09 minLecture20.5
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Partition of sample space 08 minLecture20.6
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Vector Differentiation ( EXTC, Electrical , Electronics ) 3
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Vector differentiation basics and gradient 15 minLecture21.1
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Divergence and curl 10 minLecture21.2
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Scalar Potential 14 minLecture21.3
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Vector Integration (EXTC, Electrical , Electronics ) 3
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Green theorem 15 minLecture22.1
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Gauss divergence theorem 07 minLecture22.2
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Stoke’s Theorem 17 minLecture22.3
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Bessel's function ( EXTC, Electrical , Electronics ) 2
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Bessel function 10 minLecture23.1
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Bessel Function Numerical 10 minLecture23.2
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LINEAR ALGEBRA / MATRICES 11
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Introduction to Matrices 07 minLecture24.1
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Eigenvalue and Eigenvector in Matrices 17 minLecture24.2
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Eigenvalue and Eigenvector for Types of Matrices 06 minLecture24.3
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Cayley Hamilton Theorem Full Basics 09 minLecture24.4
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Cayley Hamilton Theorem with Example Part 2 05 minLecture24.5
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Cayley Hamilton Theorem with Example Part 3 04 minLecture24.6
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Monic and Minimal Polynomial of a Matrix 05 minLecture24.7
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Algebraic multiplicity And Geometric multiplicity 10 minLecture24.8
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Functions of a Square Matrix in Matrices 07 minLecture24.9
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Reduction of Quadratic form to Canonical form 13 minLecture24.10
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Orthogonal Matrix with Solved Example 09 minLecture24.11
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Hand Made Notes for Computer Engineering 7
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Fourier Series NotesLecture25.1
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Laplace Transform NotesLecture25.2
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Inverse Laplace Transform NotesLecture25.3
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Complex Variable NotesLecture25.4
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Z transform NotesLecture25.5
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Correlation,Regression and Curve Fitting NotesLecture25.6
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Probability NotesLecture25.7
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Hand Made Notes for Mech/Civil/Production/Automobile 7
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Laplace Transform NotesLecture26.1
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Inverse Laplace Transform NotesLecture26.2
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Partial DifferentiationLecture26.3
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Complex IntegrationLecture26.4
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Complex Variable NotesLecture26.5
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Fourier Series NotesLecture26.6
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Correlation,Regression and Curve Fitting NotesLecture26.7
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Hand Made Notes for EXTC/Electronics/Electrical 5
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Laplace Transform NotesLecture27.1
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Inverse Laplace Transform NotesLecture27.2
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Fourier Series NotesLecture27.3
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Vector Differentiation and Integration and Bessel’s FunctionLecture27.4
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Complex Variable NotesLecture27.5
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Hand Made Notes for Information Technology 3
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Laplace Transform NotesLecture28.1
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Inverse Laplace Transform NotesLecture28.2
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Complex Variable NotesLecture28.3
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Maths 3 Answer Key 2
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Cauchy’s residue theorem 20 minLecture29.1
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Answer Key / Solution KeyLecture29.2
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How to pass in maths 3 full strategy + Importance 4
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How to pass in maths 3 For Computer Engineering 10 minLecture30.1
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How to pass in maths 3 For Mech / Civil / Production / Automobile 09 minLecture30.2
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How to pass in maths 3 For EXTC / Electrical / Electronics 08 minLecture30.3
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How to pass in maths 3 For Informal Technology 07 minLecture30.4
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Maths 3 MCQ's 14
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How to Attempt MCQ’s 09 minLecture31.1
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Laplace Transform (All Branches )Lecture31.2
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Complex Variable and Conformal Mapping (All Branches )Lecture31.3
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Fourier Series (Comps.Mech/Civil,EXTC/Electrical/Electronic)Lecture31.4
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Correlation and Regressions (Comps , Mech/Civil/Automobile/Production)Lecture31.5
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Curve Fitting (Comps , Mech/Civil/Automobile/Production)Lecture31.6
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Complex Integration (Mech/Civil/Automobile/Production)Lecture31.7
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Laurent Series (Mech/Civil/Automobile/Production)Lecture31.8
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Fourier Transform (EXTC/Electrical/Electronic)Lecture31.9
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Vector Differentiation (EXTC/Electrical/Electronic)Lecture31.10
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Vector Integration (EXTC/Electrical/Electronic)Lecture31.11
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Set Theory ( IT )Lecture31.12
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Functions ( IT )Lecture31.13
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Permutation and Combination ( IT )Lecture31.14
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Linearity Property in Laplace transform
Linearity Property in Laplace transform
In this video we have explained Linearity Property in Laplace transform. This property can be easily extended to more than two functions as shown from the above proof. With the linearity property, Laplace transform can also be called the linear operator.
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Ek no bhai