Question: 2. (15 points) Given the univariate function g(x) = r + x 4 1, we want to approximate this function over the interval (0, 1]

2. (15 points) Given the univariate function g(x)
2. (15 points) Given the univariate function g(x) = r + x 4 1, we want to approximate this function over the interval (0, 1] by a polynomial of degree 2 in the form of p(s) = art. To find the coefficient a, we minimize the function /(a) = (o(=) - p(x))dr

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