Click over what you need:

Syllabus Books Lecture Slides
Questions Topicwise Questions Notes/Suggestions
Others

👉 Click Here to open the other courses of CSE


 Other Names of this Course / Subject 
Nothing yet. Can you suggest any? Please comment below.



 Syllabus                                                                                                                 
Introduction; Solution of algebraic and transcendental equations: method of iteration, False Position method, Newton-Rapson method; Solution of simultaneous linear equations: Cramer's rule, Iteration method, Gauss-Jordan Elimination method, Choleski's process, Interpolation: diagonal and horizontal difference, differences of a polynomial, Newton's formula for forward and backward interpolation, Spline interpolation; Numerical differentiation and integration; Solution of ordinary differential equations: Euler's method, Picard's method, Milne's method, Taylor's series method, Runge-Kutta method; Least squares approximation of functions: linear and polynomial regression, fitting exponential and trigonometric functions.



 Books 

> Numerical Methods

Author: Hafijur Rahman

View PDF



 Lecture Slides 

👆

> Linear Regration




 Questions of Previous Years 

👆

(According to Barishal University)

1st Mid: 6th Batch, 5th Batch

2nd Mid: 5th Batch

Semester Final: 5th Batch, 4th Batch, Solution to 4th Batch



  Notes / Suggestions 
👆
Notes: 
> Numerical 4A-4B
> Numerical Methods
> Numerical without 6(A) 6(B) error correction

Suggestion: 
Click Here



 Topicwise Questions 
👆
Sorry! Topicwise Questions for this course are not available now. We'll try to add it later.



  Others  
Presentation Slides:
> Bassel's Formula

> Divergence and Convergence

> Simplex Method, Gauss-Seidel Method, Gauss-Jacobi Method, Crouts’ Method

> Hermonic Series and P series

Assignments:
> Click Here



👉 Click Here to open the other courses of CSE