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Consider the function f (x) = 4735!1 14x3 + 12x2 a) How will the function behave as x> i cto? b) Find the critical points

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Consider the function f (x) = 4735!1 14x3 + 12x2 a) How will the function behave as x> i cto? b) Find the critical points and classify them using the second derivative test. c) Find the locations of the points of inection. d) Sketch the graph Explain each step in full detail algebraically

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