Question: Find the absolute maximum and absolute minimum values of the function f (9:, y) = m4 + y4 + Z4 on the region {(m,y,z) E


Find the absolute maximum and absolute minimum values of the function f (9:, y) = m4 + y4 + Z4 on the region {(m,y,z) E R2 : $2 + 312 + z2 3 1}. Hint: to nd the maximum and minimum on the boundary of this region, you might want to use Lagrange multipliers
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