Using the quotient rule to take the derivative with natural logarithm

The video tutorial explains how to take derivatives of functions involving quotients and logarithms. It emphasizes the use of the quotient rule and properties of logarithms to simplify the process, rather than relying solely on the chain rule. The instructor demonstrates how to break down complex expressions and apply logarithmic properties to make derivative calculations more straightforward and efficient.

What is the derivative of Ln of 2 according to the text?

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How does the final expression for D over DX relate to the properties of logarithms discussed?

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