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2. In this question, we will nd the absolute maximum and minimum values of the function f($7y) = (L'2 +83] over the closed region bounded

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2. In this question, we will nd the absolute maximum and minimum values of the function f($7y) = (L'2 +83] over the closed region bounded by the circle of radius 5 centred at the origin. This region is given by the inequality 3:2 + y2 S 25. (a) Find all critical points of f (53,31) that lie inside the region, if any. (b) Find the value of f (x, y) at all critical points inside the region, if any

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