• Language of teaching is Marathi

• 30 minutes video is far more enjoyable and beneficial than reading 30 pages from book

• Strictly mapped according to the syllabus of SPPUpoints can be shorter or longer depending on your needs

• Explained each and every point in very lucid and detailed way

• For each concept at least 3-4 different kinds of examples have been taken

## Course curriculum

• 1

• 2

### Unit 1 - LDE

• How to find roots of an equation on calculator

• 1 LDE - Homogeneous equations

• 2 LDE - Shortcut Method 1

• 3 LDE - Shortcut Method 2

• 4 LDE - Shortcut Method 3

• 5 LDE - Shortcut Method 4

• 6 LDE - Shortcut Method 5

• 7 LDE - Shortcut Method 6

• 8 LDE - General Method

• 9 LDE - Varion of Parameter Method

• 10 LDE - Legendre's Equation

• 11 LDE - Cauchy's Equation

• 3

### Unit 2 - Laplace Transform

• 1 Laplace - Introduction

• 2 Laplace - First Shifting

• 3 Laplace - Second Shifting

• 4 Laplace - Multiplication by t^n

• 5 Laplace - Division by t^n

• 6 Laplace - Integration by t

• 7 Laplace - Derivation

• 8 Laplace - Evaluation of an equation

• 9 Laplace - Evaluation of Periodic Functions

• 10 Laplace Inverse

• 11 Laplace Inverse - First Shifting Method

• 12 Laplace Inverse - Partcial Fraction Method

• 13 Laplace Inverse - Repeated Fraction

• 14 Laplace Inverse - Multiplication and devision

• 15 Laplace Inverse - Derivation and Integration

• 4

### Unit 2 - Fourier Transform

• 1 Fourier - Introduction

• 2 Fourier - type 1

• 3 Fourier - type 2

• 4 Fourier - type 3

• 5

### Unit 3 - Statistics

• 1 Introduction to statistics

• 3 Variance

• 4 Moments, Skewness, Kurtosis

• 5 Curve fitting - line and parabola

• 6 Covariance, Correlation and Regression

• 6

### Unit 3 - Probability

• 1 Probability Introduction

• 2 Probability Questions

• 4 Random Variable

• 3 Bayes Theorem

• 5 Binomial and possion Distributions

• 6 Normal Distribution

• 7

### Unit 4 - Vector Differntial Calculus

• 1 Vector Differntiation Overview

• 2 Direction Derivative

• 3 How to find Curl and Solenoid

• 4 Scalar Potential

• 5 Vector Identities

• 8

### Unit 5 - Vector Integral Calculus

• 1 Line integral / Work Done

• 2 Green's Lemma

• 3 Gauss's Divergence Theorem

• 4 Stokes Theorem