Question: Question 1. Find the absolute maximum and minimum values of f[:1:,y} = 3:2 + y? 21,: + 1 on the region R. = 33?? ]|:.-'2

Question 1. Find the absolute maximum and minimum values of f[:1:,y} = 3:2 + y? 21,: + 1 on the region R. = \"33?? ]|:.-'2 +332 E 4}. Question 2. Find the absolute extrema of f[$,y} = my :1: 3; on the region R, where H is a triangle region with vertiees (, ]1 [I], 4], and [5, 0]. Question 3. Use the method of Lagrange multipliers to nd the maximum and minimum values of the metion f(:1:,y] 2 43:3; subject to the constraint + 11: = 1

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