Curriculum
- 14 Sections
- 97 Lessons
- 24 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 4 in a easy way
Branches Covered ( Comps , Mechanical , Civil , EXTC , Electrical , Electronics )
Handmade Notes : Notes are Brilliant , Easy Language , East to understand ( Student Feedback )
Exam ke Pehle Notes ek baar Dekhlo revision aise hi jata hai
Complex Integration
Matrices / Linear Algebra : Matrix Theory
Probability
Sampling
Mathematical Programming
Vector Calculus (Mech /Civil )
Linear Programming ( Mech /Civil )
Correlation (EXTC/Electrical/Electronics)
Coming Soon
Nonlinear Programming
Calculus of Variation
Linear Algebra : Vector space0 - Complex Integration7
- 3.1Complex integration along a Line or Parabola with Solved Example17 Minutes
- 3.2Complex integration along a Circle with Solved Example12 Minutes
- 3.3Cauchy’s Theorem Basics & Cauchy’s integral formula Type 113 Minutes
- 3.4Cauchy’s Theorem Type 2 and Type 310 Minutes
- 3.5Cauchy’s Theorem Type 4 and Type 512 Minutes
- 3.7Taylor and Laurent series Full Basic with Solved Example part 115 Minutes
- 3.8Taylor and Laurent series Full Basic with Solved Example part 217 Minutes
- Probability Distribution14
- 4.1Introduction to Probability Distribution7 Minutes
- 4.2Discrete Random Variable in Probability Distribution15 Minutes
- 4.3Distribution function of Discrete Random Variable10 Minutes
- 4.4Continuous Random Variable in Probability Distribution9 Minutes
- 4.5Continuous Distribution Function in Probability Distribution14 Minutes
- 4.6Expectation in Probability Distribution12 Minutes
- 4.7Mean and Variance Part 1 in Probability Distribution11 Minutes
- 4.8Mean and Variance Part 2 in Probability Distribution13 Minutes
- 4.9Moments and Moments Generating Function Part #1 in Probability Distribution13 Minutes
- 4.10Moments and Moments Generating Function Part #2 in Probability Distribution11 Minutes
- 4.11Binomial Probability Distribution18 Minutes
- 4.12Poisson Distribution with Solved Example11 Minutes
- 4.13Normal Distribution Full Basic Concept12 Minutes
- 4.14Normal distribution with Solved Example20 Minutes
- Linear Algebra / Matrices11
- 5.1Introduction to Matrices7 Minutes
- 5.2Eigen value and Eigen vector in Matrices17 Minutes
- 5.3Eigen value and Eigen vectors for Types of Matrices6 Minutes
- 5.4Cayley Hamilton Theorem with Example Part 19 Minutes
- 5.5Cayley Hamilton Theorem with Example Part 25 Minutes
- 5.6Cayley Hamilton Theorem with Example Part 34 Minutes
- 5.7Monic and Minimal Polynomial of a Matrix5 Minutes
- 5.8Algebraic multiplicity And Geometric multiplicity10 Minutes
- 5.9Functions of a Square Matrix in Matrices7 Minutes
- 5.10Reduction of Quadratic form to Canonical form13 Minutes
- 5.11Orthogonal Matrix with Solved Example9 Minutes
- Sampling Theory11
- 6.1What Is Sampling8 Minutes
- 6.2Large Sampling Problems16 Minutes
- 6.3Large Sampling Test Theory+Numerical16 Minutes
- 6.4Hypothesis Testing Full concept2 Minutes
- 6.5Testing Difference Between Means(case_1) With Examples11 Minutes
- 6.6Small Sample Test Example13 Minutes
- 6.7Small Sample Test4 Minutes
- 6.8Testing Difference Between Means(case_1) With Examples Part 25 Minutes
- 6.9Testing Difference Between Means(case_2)12 Minutes
- 6.10Non Parametric Test Type_1_Numerical8 Minutes
- 6.11Non Parametric Test4 Minutes
- Mathematical Programming / Linear Programming8
- 7.1Basics of simplex method in LPP11 Minutes
- 7.2Standard form of LPP Simplex Method12 Minutes
- 7.3Types of Solutions in Simplex Method in LPP14 Minutes
- 7.4How to Solve LPP using Simplex method18 Minutes
- 7.5LPP Using Big M method ( Penalty Method )25 Minutes
- 7.6Duality of LPP ( Primal and Dual )17 Minutes
- 7.7Relationship between Primal and Dual17 Minutes
- 7.8Dual Simplex Method in LPP17 Minutes
- Vector Calculus6
- Calculus of Variation11
- 9.1Euler’s Differential Equation11 Minutes
- 9.2Functions of Second Order Derivative9 Minutes
- 9.3Gram Schmidt Process With Numerical19 Minutes
- 9.4Hypothesis Concerning Several Proportions7 Minutes
- 9.5Linear Combinations Of Vector5 Minutes
- 9.6Non Parametric Test Type_2_Numerical5 Minutes
- 9.7Pythagorean Theorem4 Minutes
- 9.8Subspaces10 Minutes
- 9.9Cauchy Schwarz Inequality in R^5 Minutes
- 9.10Lagranges Method9 Minutes
- 9.11Rayleigh Ritz Method12 Minutes
- Correlation (EXTC, Electrical , Electronics)3
- Regression (EXTC, Electrical , Electronics)3
- Notes10
- 12.1Complex Integration Notes
- 12.2Matrices Notes
- 12.3Probability Notes
- 12.4Sampling Theory Notes
- 12.5Linear Programming Problems Notes
- 12.6Calculus of Variation (EXTC, Electrical , Electronics Notes)
- 12.7Linear Algebra Vector Space (EXTC, Electrical , Electronics Notes )
- 12.8Correlation,Regression and Curve Fitting (EXTC, Electrical , Electronics Notes )
- 12.9Graph and Group theory (IT)
- 12.10Lattice theory (IT)
- Solution Keys5
- Z transform8
- 14.1Introduction to Z transform16 Minutes
- 14.2Z Transforms Change Of Scale5 Minutes
- 14.3Z Transforms Linearity9 Minutes
- 14.4Z Transforms multiplication by k10 Minutes
- 14.5Z Transforms Of Standard Functions8 Minutes
- 14.6Z Transforms Shifting Property5 Minutes
- 14.7Inverse Z transform using binomial expansion8 Minutes
- 14.8Inverse Z transform using partial fractions20 Minutes
Complex integration along a Line or Parabola with Solved Example
Complex integration along a Line or Parabola with Solved Example
Complex integration along a Line or Parabola with Solved Example. Let f be a continuous complex-valued function of a complex variable, and let C be a smooth curve in the complex plane parametrized by. Z(t) = x(t) + i y(t) for t varying between a and b.
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Complex integration along a Circle with Solved Example
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