Question: Which of the following nonlinear optimization models are convex programming models? In each case, explain your reasoning. (a) minimize 3|$| | 7|y| | |z| subject

Which of the following nonlinear optimization models are convex programming models? In each case, explain your reasoning. (a) minimize 3|$| | 7|y| | |z| subject to max{y 4m, 2'", z2} g 2 (b) minimize 2m + y2 subject to 51:2 | y2 = 1 (C) maximize 6331 + 5% subject to 2.2m 53:2 3 5 $1 + $2 = 5 $1, $2 integer

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