Logarithmic Differentiation: Applying the Product Rule to Find Derivatives
In this video, we tackle a derivative using logarithmic differentiation, which is particularly useful for functions raised to variable powers. We’ll start by introducing logarithms to rewrite the function and then apply the product rule. This method helps simplify complex expressions before differentiating, making the process much easier.
What You Will Learn:
How to apply logarithmic differentiation to handle functions with variable exponents.
Using logarithmic properties to break down and simplify the function.
Applying the product rule in the context of logarithmic differentiation.
A clear, step-by-step walkthrough from rewriting the function to finding its derivative.
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