Section outline

  • final

    • Topics for Final Exam

      1.  Week 01: Error Discussion , SLE and Bisection Method  
      2.  Week 02: Newton Raphson Method for Algebraic and Transcendental equation 
      3.  Week 03: Newton's Forward and Backward Interpolation Formula 
      4.  Week 04: False Position and Fixed Point Iterative Methods 
      5.  Week 05: Lagrange Interpolation and, Maximum and Minimum value of a  tabulated functions
      6.  Week 06: Jacobs method and Gauss Seidal Iteration Method 
      7.  Week 08: Curve Fitting 
      8.  Week 09: Divided difference interpolation 
      9.  Week 10: Runge kutta method
      10.  Week 11: Numerical Integration and Derivatives 
      11.  Week 12: Factorization 
      Note: Midterm syllabus will be added with Final topics for final examination. 

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