Engineering Classes By Monika Bhushan

Linear Algebra –Echelon Form & Reduced Row Echelon Form Of Matrix |REF |RREF |Normal Form |Canonical

Laplace Transform 02 - First Shifting Property with Examples

Partial Differential Equation – Solution Of One Dimensional Heat Equation

Partial Differential Equation – Derivation Of One Dimensional Heat Equation

Linear Algebra –Elementary Row/Column Transformation/Operation on Matrix | Concept |Basics |Examples

Partial Differential Equation – Solution Of One Dimensional Wave Equation

Linear Algebra – Gauss - Jordan Method | Concept | Basics | Examples

Linear Algebra –Sum, Difference, Multiplication Of Two Matrices | Concept | Basics | Examples

Differential Equation - Basics, Order and Degree with Examples

Linear Algebra – Eigenvalues & Eigenvectors | Concept | Basics | Applications

Linear Algebra –Adjoint And Inverse Of 2x2 and 3x3 Matrices | Concept | Basics | Examples

Partial Differential Equation – Concept And Solution of Lagrange’s Linear PDE By Grouping Method

Numerical Methods – Lagrange’s Interpolation & Inverse Interpolation Method | Concept | Examples

Linear Algebra – Gauss - Siedel Method | Concept | Basics | Examples

Linear Algebra –Basic Matrix Theory | Concept | Basics | Introduction

Power Series Solution –Orthogonal Property Of Bessel Function | Proof

Linear Algebra – Finding Eigenvalues & Eigenvectors Of Matrix | For Distinct (Unequal) Roots

Laplace Transform In Hindi 02 - First Shifting Property with Examples

Partial Differential Equation – Formation by Elimination of Arbitrary Functions |Two Func. Eqn|Form2

Partial Differential Equation – Concept And Solution by Direct Integration Method with Examples

Partial Differential Equation – Sol of Homo. PDE Involving Derivative w.r.t One Independent variable

Numerical Integration – Simpson’s 1/3 And Simpson’s 3/8 Rules | Extrapolation | Concept | Basics

Differential Equation - Complementary Function (C.F.) of Differential Equation (Part 2) with Example

Numerical Methods – Concept, Basics of Finite Differences, Leading Forward & Backward Differences