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Derivative of e^(x ln b) Can someone show the steps how they got b^x ln(b) I always get something different. I know e is always itself. but I applied the chain rule for getting the exponent's derivative and get something different. Show steps and I'll give a medal! :)
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Why did they treat the natural log as a coefficient on X. I would think the product rule would need to be applied? I guess this is really my question.
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