2.5 Content: Application of the Chain Rule
In this video, we will apply the chain rule to show why the derivative of every exponential function has a proportionality constant of "ln a". In other words, if f(x) = a^x, then f'(x) = (ln a) * a^x. We will show this is true using the fact that the derivative of e^x is e^x and the chain rule. Previous video on slopes of exponentials. • 2.2 Context: Slopes of Exponential Functions Previous video on the chain rule. • 2.5 Context: Chain Rule
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2.2 Context: Slopes of Exponential Functions
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