Numerical Methods: Numerical Differentiation and Integration | SH202
Numerical Methods - Numerical Differentiation and Integration

Chapter 4 | Numerical Differentiation and Integration

6 Hours | 10 Marks

Topic Information

Topic: Numerical Differentiation and Integration (6 hours)

Course Code: SH202 – Numerical Methods

Description: Download Numerical Differentiation and Integration PDF – Complete study material for Numerical Methods covering all syllabus topics including Trapezoidal rule, Simpson’s rules, and Romberg integration

Syllabus: Numerical Differentiation and Integration (6 hours)

4 Numerical Differentiation and Integration (6 hours)

4.1 Numerical differentiation

4.1.1 Differentiation using polynomial interpolation formulae for equally spaced intervals

4.1.2 Local maxima and minima from equally spaced data

4.2 Numerical integration

4.2.1 Newton Cote’s general quadrature formula

4.2.2 Trapezoidal rule, Simpson’s 1/3 and 3/8 rules, Boole’s rule, Weddle’s rule

4.2.3 Romberg integration

4.2.4 Gauss-Legendre integration (up to 3-point formula)

Handwritten Notes (Nikita Pradhan)

PDF Notes (JRS sir)

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