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Examine the following using Matlab: 3. (10 points) Computer project: find a least square polynomial approxima- tion of f(0) = H(L) (the heaviside function) on

Examine the following using Matlab:

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3. (10 points) Computer project: find a least square polynomial approxima- tion of f(0) = H(L) (the heaviside function) on the interval (-1,1], min ( [f(2) Pr(2)]?dx J- 1 Use the composite Trapezoid rule with 100 quadrature points to approx- imate the integrals. Show the graphs of approximating polynomials for n=10,20,30. Compare them to the graph of f(x)

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