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Exploring Numerical Methods for Approximating Antiderivatives of Polynomials

Exploring Numerical Methods for Approximating Antiderivatives of Polynomials

Numerical methods for approximating antiderivatives of polynomials are essential for analysis in various scientific fields. These techniques, including Simpson's Rule and the Trapezoidal Rule, enable efficient calculations of integrals that are often complex or impossible to solve analytically. By harnessing computational power, these methods provide accurate approximations with broader applications in engineering and physics.
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