Logarithmic Differentiation: Useful Example - y = x^sqrt(x)

In this video I go over a very useful example on logarithmic differentiation and find the the derivative of y = x^sqrt(x). I solve the derivative using two ways, the first using logarithmic differentiation and the second a very useful trick to avoid using logarithmic differentiation by utilizing the property that e^lnx = x. This is a very useful example so make sure to watch it!

Download the notes in my video: https://www.dropbox.com/s/qw3qrmtz8lh0mup/431%20-%20Logarithmic%20Differentiation%20Example.pdf

Related Videos:

Logarithmic Differentiation: Easy way to simplify derivatives: http://youtu.be/_hfZdRztUjU Derivative of y = Log(x) and y = Ln(x): http://youtu.be/5e6MisvvMPE Derivatives of Logarithmic Functions: Examples: http://youtu.be/bAU_BhSEpnE Derivatives of Logarithmic Functions: Example on using Log Rules: http://youtu.be/X2mv1_xHOIk Logarithmic Differentiation: Useful Example: http://youtu.be/kTfGBvgxOes The Number e - A Brief Introduction and it's Derivative: http://youtu.be/o_s_YYD6v3g A Simple Proof that the number e = 2.71828183...: http://youtu.be/NDb80lP3Tr4 Logarithms and their Properties - An Introduction: http://youtu.be/AZ6KKym19gI Natural Logarithms, Log base 10, and Some Examples Using Logs: http://youtu.be/XRSkMk5L3pk .

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