Question: Given the function y=(x3-4x2)10 use the chain rule to differentiate and then determine where it has horizontal tangents to its curve (give these locations as

Given the function y=(x3-4x2)10 use the chain rule to differentiate and then determine where it has horizontal tangents to its curve (give these locations as exact values). Then graph the function showing these horizontal tangent lines, you can use approximations to show these locations as ardered pairs on your graph.Find dydx for the given pair of functions, y=5u2+3u, where u=x3+1How do I graph this

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