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What is Numerical Differentiation Techniques about?

1. Numerical differentiation involves approximating the derivative of a function using finite differences and Taylor series expansions. 2. Numerical integration involves approximating the integral of a function using interpolatory methods like the rectangle rule or trapezoid rule to sum the areas under the curve. 3. An example calculates the numerical derivative of y = x^3 at x = 1.1 using a Taylor series and finds the error compared to the analytical solution.

Author

Dini Aryanti

Language

EN