Can you solve this qouestion.

Consider the function f(I, y) = 48x- + 30y + 72ry + 96r + 9by + 104 The gradient of f(I, y) is Vf = (Ax + By + C, Dx + Ey + F). Find A GEM. B= 72 96 D= 72 96 Also consider the function g(z, v/) = 1612 + 10y- + 24ry + 321 + 30y. The gradient of g (I, y) is Vg = (Gx + Hy +I, Jx + Ky + L). Find G GEM. H= J Now use the method of Lagrange multipliers to find the maximum and the minimum values of f (I, y) subject to the constraint g(I, y) = -16. The maximum value of f is = The minimum value of f is =