Mathematics-II for Electrical and Electronics Engineering stream (22MATE21)

label_important Module 1

label_importantModule 2

label_important Module 3

label_important Module 4

label_important Module 5

label_important 1.1 Gradient

label_important1.2 Directional derivatives

label_important 1.3 Curl & Divergence

label_important 1.4 Solenoidal & Irrotational

label_important 1.5 Line Integral

label_important 1.6 Surface Integral

label_important 1.7 Greens Theorem

label_important 1.8 Stokes Theorem

label_important 2.1 Vector Spaces

label_important2.2 Sub Spaces

label_important 2.3 Linear Combination And Systems Of Equations

label_important 2.4 Linear Dependence And Linear Independence

label_important 2.5 Bases and dimension

label_important 2.6 Finite Dimensional Vector Space

label_important 2.7 Linear Transformations

label_important 2.8 Algebra of Transformation

label_important 2.9 Rank and Nullity of a Linear Operator

label_important 2.10 Rank and Nullity Theorem

label_important 2.11 Inner product spaces

label_important 2.12 Orthogonality

label_important 3.1 Laplace transform

label_important 3.2 Laplace Transform of Some Standard Functions

label_important 3.3 First, Second Shifting Theorem and Change of Scale Property

label_important 3.4 Transforms of Derivatives

label_important 3.5 Transforms of Integrals

label_important 3.6 Laplace Transform of Periodic Functions

label_important 3.7 Laplace Transform of Unit Step and Unit Impulse Functions

label_important 3.8 Inverse Laplace Transform

label_important 3.9 First and Second Shifting Theorem, Change of Scale of Property

label_important3.10 Inverse Laplace Transform of Derivatives and Integrals

label_important 3.11 Multiplication by Power of s and Division by s

label_important 3.12 Convolution theorem

label_important 3.13 Solving Ordinary Equations by Laplace Transforms

label_important 4.1 Newton-Raphson method

label_important4.2 Newton’s forward and backward difference interpolation

label_important 4.3 Newton’s divided difference interpolations

label_important 4.4 Lagrange’s interpolations

label_important 4.5 Trapezoidal rule

label_important 4.6 Simpson’s 1/3 rule

label_important 5.1 Taylor’s series method

label_important5.2 Modified Euler’s method

label_important 5.3 Runge-Kutta method

label_important 5.4 Milne's predictor-corrector method