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Exercise: composite quad. rules and order of convergence

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Exercise: composite quad. rules and order of convergence

Consider the three composite quadrature rules:

composite midpoint rule composite trapezoidal rule composite Simpson rule

and write a MATLAB function that uses them (on a uniform subdivion in elements of mesh-size h) to approximate

Z 1 0

sin(πx ) dx = 2 π

Then, plot the error versus h, and identiry on a log-log plot the order of convergence of the three rules (include in the same figure the reference plots: h, h2, h3, . . . )

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