Calculating Derivatives of Logarithmic Functions

Instructions:

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question 1 of 3

The derivative with respect to x of ln(3x) is _____.

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1. The derivative with respect to x of log2 (x) is _____.

2. Using properties of logarithms, we can write ln(x a^x) as _____.

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About This Quiz & Worksheet

Understanding what derivatives are and how to find them can be somewhat of a challenge, especially when dealing with logarithmic functions. Still, it is an important part of understanding mathematics. Complete this assessment to test your understanding of how to find logarithmic function derivatives.

Quiz & Worksheet Goals

Use this assessment to test your understanding of:

  • Derivatives
  • Properties of logarithms
  • Derivatives as slopes
  • Values in x defined

Skills Practiced

This assessment will test your following skills:

  • Interpreting information - verify that you can read and correctly interpret information regarding logarithmic function derivatives
  • Information recall - access the knowledge you've gained regarding how to find derivatives of functions
  • Knowledge application - use your knowledge to find derivatives of logarithm functions

Additional Learning

To improve your understanding of the material covered in the assessment, study the lesson Calculating Derivatives of Logarithmic Functions. This lesson will also provide you with a handy review of:

  • What derivatives of logarithmic functions are
  • The process used to find them
  • Examples of derivatives of logarithmic functions
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