| # | Topics Taught | Date & Link |
| 1 | Introduction to Subject, Teaching Scheme, Prerequisites, Course Objectives, Outcomes, Syllabus, Content Beyond Syllabus: Errors & Approximation | 18.08.2021 |
| 2 | Bisection Method : Graphical, Numerical | 19.08.2021 |
| 3 | Pr#1: Introduction to Python: Simple Programs-Addition of two number, taking input from user, print statement,.. | 19.08.2021 |
| 4 | Bisection Method Numerical | 20.08.2021 |
| 5 | Newton Raphson Method : Graphical, Numerical | 21.08.2021 |
| 6 | Newton Raphson Method : Numerical | 25.08.2021 26.08.2021 |
| 7 | Pr#2: Introduction to Python: Simple Programs- if else loop | 26.08.2021 |
| 8 | Regula Falsi Method: Graphical, Numerical | 27.08.2021 |
| 9 | Gauss Elimination method with partial pivoting: Numericals & Advantages of Pivoting | 28.08.2021 |
| 10 | Gauss Seidal Method: Numericals | 01.09.2021 |
| 11 | Gauss Seidal Method: Numericals | 02.09.2021 |
| 12 | Pr#3: Introduction to Python: Simple Programs- finding leap year, for loop, finding prime numbers in given range | 02.09.2021 |
| 13 | Thomas Algorithm Method: Numericals | 03.09.2021 |
| 14 | Taylor Series Approximation: Numericals | 04.09.2021 |
| 15 | Eulers Method for ODE | 15.09.2021 |
| 16 | RK2 Method for ODE | 16.09.2021 |
| 17 | RK4 Method for ODE | 17.09.2021 |
| 18 | RK2 Method for Second order DE | 18.09.2021 |
| 19 | RK2 Method for Second order DE | 22.09.2021 |
| 20 | 23.09.2021 | |
| 21 | 23.09.2021 | |
| 22 | 24.09.2021 | |
| 23 | 25.09.2021 | |
| 24 | 29.09.2021 | |
| 25 | 30.09.2021 | |
| 26 | 30.09.2021 | |
| 27 | Parabolic Explicit Solution to PDE | 01.10.2021 |
| 28 | 06.10.2021 | |
| 29 | 07.10.2021 | |
| 30 | 07.10.2021 | |
| 09.10.2021 | ||
| 13.10.2021 | ||
| Trapezoidal Rule for Integration | 14.10.2021 | |
| Practical | 14.10.2021 | |
| Simpson’s 1/3 Rule for Integration | 16.10.2021 | |
| Simpson’s 3/8 Rule for Integration | 20.10.2021 | |
Pradyumna Bora 