MATH221 · Annotated SlidesChapter 4 — Composite Numerical Integration
Chapter 4 · Annotated slides

Composite Numerical Integration

Composite trapezoidal and Simpson's rules over n subintervals.

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  1. Composite trapezoidal: (h/2)[f(a) + 2Σf(xⱼ) + f(b)]. Composite Simpson (n even): (h/3)[f(a) + 4Σ odd + 2Σ even + f(b)].
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MCQ

Composite Simpson's rule requires the number of subintervals n to be:

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