How do you take the derivative of f(x) = arctan(2^x)?
Last edited by tttcomrader; Nov 16th 2006 at 04:39 PM.
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well, all you have to know is this: Then, you have to apply the chain rule to find the derivative of the inside function . So, here is your entire problem.
Sorry, I put down the wrong problem. The correction question is: f(x) = arctan(2^x)
Same principle. Let . Thus Do you know how to find the derivative of u?
So do you take the natural log of both sides now?
Originally Posted by tttcomrader So do you take the natural log of both sides now? No. That is not necessary. For any the derivative of is .
Yes, but to derive that rule you use natural logs.
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