Module-1: Numerical Methods-1

Regula Falsi Method
Newton Raphson Method
Interpolation with Equal Intervals
Newtons Divided Differences Interpolation
Numerical Methods - Interpolation with Equal Intervals
Newtons Divided Differences Interpolation
Numerical Methods- Newton Raphson Method
Lagranges Interpolation
Numerical Methods - Regula Falsi Method
Numerical Methods - Lagranges Interpolation
Numerical Methods-1 - Regula Falsi Method
Numerical Methods-1 - Newton Raphson Method
Numerical Methods-1- Interpolation with Equal Intervals
Newtons Divided Differences Interpolation
Numerical Methods-1 - Lagranges Interpolation

Module-2: Numerical Methods-2

Numerical integ Appl of num integ to velocity of a particle and volume of solids
Numerical solution wave, heat and two dimensional Laplace’s equation
APPLIED MATH - III Course Code: 19CSE31/19ISE31 (Common to Computer Science and Information Science)
APPLIED MATH - III Course Code: 19CSE31/19ISE31 (Common to Computer Science and Information Science)
APPLIED MATH - III Course Code: 19CSE31/19ISE31 (Common to Computer Science and Information Science)
APPLIED MATH - III Course Code: 19CSE31/19ISE31 (Common to Computer Science and Information Science)
APPLIED MATH - III Course Code: 19CSE31/19ISE31 (Common to Computer Science and Information Science)
APPLIED MATH - III Course Code: 19CSE31/19ISE31 (Common to Computer Science and Information Science)
APPLIED MATH - III Course Code: 19CSE31/19ISE31 (Common to Computer Science and Information Science)

Module-3: Statistical Methods and Calculus of Variation

calculus of variation (Part 1)
functional (Part 2)
Extremal problems (Part 3)
problems extremal (Part 4)
minimal surface (part 5)
hanging cable bridge problem (Part 6)
Curve Fitting 1
Statistical Methods and Calculus of Variation - calculus of variation part-1
Statistical Methods and Calculus of Variation - calculus of variation part-2
Statistical Methods and Calculus of Variation - extremal problems (Part 3)
Module-3: Statistical Methods and Calculus of Variation - problems extremal (Part 4)
Statistical Methods and Calculus of Variation - calculus of variation part-5
Statistical Methods and Calculus of Variation - extremal problems (Part 6)
Module-3: Statistical Methods and Calculus of Variation - Curve Fitting 1
Statistical Methods and Calculus of Variation - calculus of variation
Statistical Methods and Calculus of Variation - functional
Statistical Methods and Calculus of Variation - extremal problems
Statistical Methods and Calculus of Variation - problems extremal
Statistical Methods and Calculus of Variation - minimal surface
Statistical Methods and Calculus of Variation - hanging cable bridge problem
Statistical Methods and Calculus of Variation - Curve Fitting 1

Module-4: Fourier series

Fourier Series in pi,pi
Fourier series
Fourier series
FT of xsinx (Fourier series)
FT of xsinx (Fourier series)
Fourier series of discontinuous fun
More pbms based on Fourier
Fourier expansion in 0,2l
More pbms
Even and odd functions
Fourier series
Half range series
Fourier series
Pbms on Half range (Fourier series)
Fourier series
APPLIED MATH - III Course Code: 19ECE31/19EEE31 (common to Electronics, Electrical Engineering)
APPLIED MATH - IIICourse Code: 19ECE31/19EEE31 (common to Electronics, Electrical Engineering)
APPLIED MATH - III Course Code: 19ECE31/19EEE31 (common to Electronics, Electrical Engineering)
APPLIED MATH - III Course Code: 19ECE31/19EEE31 (common to Electronics, Electrical Engineering)
APPLIED MATH - IIICourse Code: 19ECE31/19EEE31 (common to Electronics, Electrical Engineering)
APPLIED MATH - III Course Code: 19ECE31/19EEE31 (common to Electronics, Electrical Engineering)
APPLIED MATH - III Course Code: 19ECE31/19EEE31 (common to Electronics, Electrical Engineering)
APPLIED MATH - IIICourse Code: 19ECE31/19EEE31 (common to Electronics, Electrical Engineering)
APPLIED MATH - III Course Code: 19ECE31/19EEE31 (common to Electronics, Electrical Engineering)
APPLIED MATH - III Course Code: 19ECE31/19EEE31 (common to Electronics, Electrical Engineering)
APPLIED MATH - IIICourse Code: 19ECE31/19EEE31 (common to Electronics, Electrical Engineering)
APPLIED MATH - III Course Code: 19ECE31/19EEE31 (common to Electronics, Electrical Engineering)
APPLIED MATH - III Course Code: 19ECE31/19EEE31 (common to Electronics, Electrical Engineering)
APPLIED MATH - IIICourse Code: 19ECE31/19EEE31 (common to Electronics, Electrical Engineering)
APPLIED MATH - III Course Code: 19ECE31/19EEE31 (common to Electronics, Electrical Engineering)

Module-5: Fourier Transforms & Numerical Differentiation

FOURIER TRANSFORM (Part 1)
FOURIER AND INVERSE FOURIER COSINE AND SINE TRANSFORM
Numerical Differentiation 1
Fourier Transforms & Z–Transform - PART 1 - FOURIER TRANSFORM
Fourier Transforms & Z–Transform - FOURIER AND INVERSE FOURIER COSINE AND SINE
Fourier Transforms & Numerical Differentiation - Numerical Differentiation 1
PART 4 Z TRANSFORMS OF STANDARD FUNCTIONS & INITIAL AND FINAL VALUE THEOREMS
PART 5 INVERSE Z TRANSFORM BY PARTIALFRACTION METHOD & SOLVING OF DIFFERENCE EQUATION BY Z