Find the maximum and minimum values, and a vector where each occurs, of the quadratic form subject to the constraint. w = 4x2 + 12y2 + 4z² + 8xy + 8xz + 8yz; x² + y2 + z² = 1 The constrained maximum of 16 V occurs when (x, y, z) = and the constrained minimum of 0 occurs when (x, y, z) = .0. –

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A: Consider the following system of linear equations: 0.3x+4.6y=1                               ......…