Question: Please do fast Prove that for the linear least-squares problem with r(x) = b - Ax, the objective f(x) = r(x) r(x) is a quadratic

Please do fast

Please do fast Prove that for the linear
Prove that for the linear least-squares problem with r(x) = b - Ax, the objective f(x) = r(x) r(x) is a quadratic function. Hint: consider f(x) as a quadratic form in matrix space f(x) = ao + box + x Cox, where ag is a scalar (real number), bo is a (row) vector, and Co is a square matrix

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