SOLUTION: What are the coordinates (x,y) for the highest point on the graph of the function f(x) = (e^6x)/[(e^9x) + 4]?
Work: I see that the problem is asking for the absolute max of the
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Work: I see that the problem is asking for the absolute max of the
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Question 1052764: What are the coordinates (x,y) for the highest point on the graph of the function f(x) = (e^6x)/[(e^9x) + 4]?
Work: I see that the problem is asking for the absolute max of the problem and to find it I need to take the first and second derivatives to find where the slope are zeros, but I don't know where to start taking the derivative. I have tried using the quotient rule to take the derivative but don't seem to get work that leads to the simplification of the problem. I am unsure if there are exponential/natural log rules that can apply to simplify the problem. Answer by Fombitz(32388) (Show Source):
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