Numerical Methods

Numerical Methods(NM) of Bachelor of Engineering(BE) videos According to syllabus of Institute of Engineering(IoE), Tribhuwan University (TU)

Advanced 5 (3 Reviews ) 54 Students enrolled
Last updated Thu, 28-Apr-2022 Nepali
What will I learn?
  • Outcomes

Curriculum for this course
184 Lessons 33h 0m
1. Marks distribution
1 Lessons 3m
  • 1. Marks Distribution 3 Minutes Free
  • 1. Introduction and importance of N.M- 12 Minutes Free
  • 2. Approximation and error in computation 13 Minutes Free
  • 3. taylor series 15 Minutes
  • 4. Newtons forward finite difference 10 Minutes
  • 5. Newton backward difference 7 Minutes
  • 6. newton central difference 7 Minutes
  • 7. Newtons divided difference 10 Minutes
  • 8. Difference, Shift and Differential operators 5 Minutes
  • 9. Uses and importance of computer programming in N.M- 5 Minutes
  • 1. introduction 11 Minutes
  • 2. Bisection method 8 Minutes
  • 3. Example no. 1 21 Minutes
  • 4. Algorithm and pseudocode of bisection method-1 14 Minutes
  • 5. Newton Raphson method 11 Minutes
  • 6. Example no. 2 9 Minutes
  • 7. Example no. 3 12 Minutes
  • 8. Algorithm and pseudocodes for newton raphson method 13 Minutes
  • 9. Regula falsi method 8 Minutes
  • 10. Example no. 4 17 Minutes
  • 11. Algorithm and pseudocode for regula falsi method 10 Minutes
  • 12. Secant method 6 Minutes
  • 13. Example no. 5 11 Minutes
  • 14. Algorithm and pseudocode for secant method 8 Minutes
  • 15. Fixed point iteration method 9 Minutes
  • 16. Example no. 6 11 Minutes
  • 17. Example no. 7 7 Minutes
  • 18. Algorithm and pseudocode for fixed point iteration method 7 Minutes
  • 1. Introduction and gauss elimination method 9 Minutes
  • 2. Example no. 1 8 Minutes
  • 3. Example no. 2 9 Minutes
  • 4. partial pivoting 10 Minutes
  • 5. Complete pivoting 10 Minutes
  • 6. Gauss jordan method 10 Minutes
  • 7. Example no. 3 7 Minutes
  • 8. Example no. 4 14 Minutes
  • 9. LU factorization 8 Minutes
  • 10. Example no. 5 17 Minutes
  • 11. Iterative method 8 Minutes
  • 12. Example no. 6 16 Minutes
  • 13. Example no. 7 8 Minutes
  • 14. Eigen value and eigen vector 7 Minutes
  • 15. power method- 13 Minutes
  • 16. Example no. 8 27 Minutes
  • 1. Introduction 10 Minutes
  • 2. Newton forward interpolation formula 16 Minutes
  • 3. Newton backward interpolation formula 14 Minutes
  • 4. Example no. 1 18 Minutes
  • 5. Newtons divided difference interpolation method -1 12 Minutes
  • 6. Example no. 2 9 Minutes
  • 7. Example no. 3 14 Minutes
  • 8. central difference 16 Minutes
  • 9. Stirlings formula -(1 & 2 ) 10 Minutes
  • 10. Bessels formula-(1 & 2) 12 Minutes
  • 11. Example no. 4 7 Minutes
  • 12. Example no. 5 8 Minutes
  • 13. Lagranges interpolation 12 Minutes
  • 14. Example no. 6 6 Minutes
  • 15. Example no. 7-(1&2) 9 Minutes
  • 16. Example no. 8 6 Minutes
  • 17. least square method 8 Minutes
  • 18. Least square method for linear curve-(1&2) 10 Minutes
  • 19. Example no. 9 13 Minutes
  • 20. Reducible to linear form 5 Minutes
  • 21. Example no. 10-(1&2) 16 Minutes
  • 22. least square method for non linear curve 9 Minutes
  • 23. Example no. 11-(1&2) 18 Minutes
  • 24. Cubic spline-(1&2) 27 Minutes
  • 25. Example no. 12 10 Minutes
  • 1. introduction 9 Minutes
  • 2. Newtons forward interpolation formula 9 Minutes
  • 3. Newtons backward interpolation formula 7 Minutes
  • 4. Stirlings method 8 Minutes
  • 5. Example no. 1 12 Minutes
  • 6. maxima and minima-(1&2) 9 Minutes
  • 7. Example no. 2 14 Minutes
  • 8. Newton-cotes quadrature formula-1 14 Minutes
  • 9. Tapezoidal and simpsons rule 22 Minutes
  • 10. Example no. 3 9 Minutes
  • 11. Romberg's method 11 Minutes
  • 12. Example no. 4 10 Minutes
  • 13. Gaussian integration 15 Minutes
  • 14. Example no. 5 4 Minutes
  • 15. Example no. 6 4 Minutes
  • 1. Introduction 16 Minutes
  • 2. Eulers method 10 Minutes
  • 3. Example no. 1 11 Minutes
  • 4. Modified eulers method 5 Minutes
  • 5. Example no. 2 10 Minutes
  • 6. Runge kutta method-1 17 Minutes
  • 7. Example no. 3 12 Minutes
  • 8. Example no. 4 10 Minutes
  • 9. Solution of simultaneous ordinary differential equation 5 Minutes
  • 10. Example no. 5 12 Minutes
  • 11. RK method for second order differential equation 5 Minutes
  • 12. Example no. 6 8 Minutes
  • 13. Boundary value problem by Finite difference method 13 Minutes
  • 14. Example no. 7 12 Minutes
  • 15. Example no. 8 24 Minutes
  • 16. Shooting method 8 Minutes
  • 17. Example no. 9 10 Minutes
  • 18. pseudocode for Eulers method 6 Minutes
  • 19. pseudocode for Rk4 method to solve first order equation 7 Minutes
  • 20. pseudocode for Rk4 method to solve second order equation 8 Minutes
  • 1. Introduction 10 Minutes
  • 2. Example no. 1 10 Minutes
  • 3. Finite difference Approximation to partial derivative- 11 Minutes
  • 4. Elliptical Equations 6 Minutes
  • 5. Solution of laplace equation-1 21 Minutes
  • 6. Example no. 2 29 Minutes
  • 7. Example no. 3 19 Minutes
  • 8. Solution of Poissons equation 17 Minutes
  • 9. Example no. 4 17 Minutes
  • 10. Relaxation method 28 Minutes
  • 11. Example no. 5 25 Minutes
  • 12. SOlution of one dimension heat equation 6 Minutes
  • 13. Example no. 6 8 Minutes
  • 1. Bisection method 18 Minutes
  • 2. Newton Raphson method 14 Minutes
  • 3. Regula falsi method 11 Minutes
  • 4. Fixed point iteration method 8 Minutes
  • 5. Gauss elimination method 22 Minutes
  • 6. Gauss jordan method 10 Minutes
  • 7 Gauss seidel emthod and jacobi method 10 Minutes
  • 8. Eulers method 7 Minutes
  • 9. Rk4 method 8 Minutes
  • 1. 2075 Chaitra
    • 1. Q no..1 4 Minutes
    • 2. Q no. 2 13 Minutes
    • 3. Q no. 3 7 Minutes
    • 4. Q no. 4 9 Minutes
    • 5. Q no. 5 8 Minutes
    • 6. Q no. 6 10 Minutes
    • 7. Q no. 7 8 Minutes
    • 8. Q no. 8 1 Minutes
    • 9. Q no. 9 8 Minutes
    • 10. Q no. 10 5 Minutes
    • 11. Q no. 11 8 Minutes
    • 12. Q no. 12 10 Minutes
    2. 2076 Bhadra
    • 1. Q no 1 0 Minutes
    • 2. Q no. 2 18 Minutes
    • 3. Q no. 3 0 Minutes
    • 4. Q no. 4 11 Minutes
    • 5. Q no. 5 8 Minutes
    • 6. Q no. 6 18 Minutes
    • 7. Q no. 7 8 Minutes
    • 8. Q no. 8 4 Minutes
    • 9. Q no. 9 5 Minutes
    • 10. Q no. 10 9 Minutes
    • 11. Q no. 11 15 Minutes
    • 12. Q no. 12 21 Minutes
    3. 2076 Chaitra
    • 1. Q no. 1 and Q no. 2 1 Minutes
    • 2. Q no. 3 7 Minutes
    • 3. Q no. 4 10 Minutes
    • 4. Q no. 5 7 Minutes
    • 5. Q no. 6 10 Minutes
    • 6. Q no. 7 9 Minutes
    • 7. Q no. 8 4 Minutes
    • 8. Q no. 9 and Q no. 10 1 Minutes
    • 9. Q no. 11 8 Minutes
    • 10. Q no. 12 0 Minutes
    4. 2077 Chaitra
    • 1. Q no. 1 0 Minutes
    • 2. Q no. 2 11 Minutes
    • 3. Q no. 3 0 Minutes
    • 4. Q no. 4 0 Minutes
    • 5. Q no. 5 10 Minutes
    • 6. Q no, 6 14 Minutes
    • 7. Q no. 7 9 Minutes
    • 8. Q no. 8 7 Minutes
    • 9. Q no. 9 7 Minutes
    • 10. Q no. 10 0 Minutes
    • 11. Q no. 11 12 Minutes
    • 12. Q no. 12 18 Minutes
    5. 2078 Baishakh
    • 1. Q. no. 1 1 Minutes
    • 2. Qno. 2 15 Minutes
    • 3. Q no. 3 12 Minutes
    • 4. Qno. 4 14 Minutes
    • 5. Q no 5 13 Minutes
    • 6. Qno 6 16 Minutes
    • 7. Qno 7 14 Minutes
    • 8. Q no. 8 8 Minutes
    • 9. Q no. 9 1 Minutes
    • 10. Q no 10 16 Minutes
    • 11. Q no 11 9 Minutes
    • 12. Q no. 12 1 Minutes
    Requirements
    • Requirements
    Description

    The videos herein are strictly based on syllabus of Institute of Engineering Tribhuwan University, Nepal promoting "e-Learning in Nepal" and are made with intention to provide guidance to the "Bachelor in Engineering(BE) appearing students", for securing good results. The course tries to cover all the basics of Numerical Methods with solution of most frequently asked questions in final exam of BE. We strongly believe that, viewers will be benefited from these videos and the thirst of curiosity of viewers will be quenched! Feedbacks and suggestion to improve are always welcome and highly appreciated!

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