A scalar value function is defined as f(x)=xTAx+bTx+c, where A is a sy – InterviewSolution

1.	A scalar value function is defined as f(x)=xTAx+bTx+c, where A is a symmetric positive definite matrix with dimension n×n;b and x are vectors of dimension n×1. The minimum value of f(x) will occur when x equals.
Answer» A scalar value function is defined as $f (x) = x^{T} A x + b^{T} x + c$ , where $A$ is a symmetric positive definite matrix with dimension $n \times n; b$ and $x$ are vectors of dimension $n \times 1$ . The minimum value of $f (x)$ will occur when $x$ equals.

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