Question: Let h be a real function with continuous and positive second derivative such that h'(0) = 0. Let the following function be defined as f(x,

Let h be a real function with continuous and
Let h be a real function with continuous and positive second derivative such that h'(0) = 0. Let the following function be defined as f(x, y) := h(x +y) a Determine the stationary points of f. b Classify them (only local). Hint: note h has a minimum at I = ()

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