Question: Examine the following using Matlab: 2. (15 points) Computer project: find a least squares cubic polynomial approximation of f(x) = ln(x + 2) on the

Examine the following using Matlab:

Examine the following using Matlab: 2. (15 points) Computer project: find a

2. (15 points) Computer project: find a least squares cubic polynomial approximation of f(x) = ln(x + 2) on the interval (-1,1], min | [f(x) pz(z)]?dr. You may use 3-point Gaussian quadrature for the integrals. Express the polynomials using the Legendre polynomials and show the coefficients. 2. (15 points) Computer project: find a least squares cubic polynomial approximation of f(x) = ln(x + 2) on the interval (-1,1], min | [f(x) pz(z)]?dr. You may use 3-point Gaussian quadrature for the integrals. Express the polynomials using the Legendre polynomials and show the coefficients

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