Chain Rule with the Quotient Rule Problem 3 (Calculus 1)

This is a really good problem on finding the derivative using the Quotient Rule and the Chain Rule. Applying the Chain Rule, to find the derivative of the function in the denominator, isn't too bad. However, we're left with a mess! We express everything without negative exponents so that way we can easily simplify this complex fraction. After a little work we get a nice, simplified answer for the derivative. This problem or one like it is usually a standard test/exam question in calculus 1.

Shortcuts for the Chain Rule - General Power Rule and General Exponential Rule:    • Shortcuts for the Chain Rule - Genera...  

Chain Rule with the Quotient Rule Problem 1:    • Chain Rule with the Quotient Rule Pro...  
Chain Rule with the Quotient Rule Problem 2:    • Chain Rule with the Quotient Rule Pro...  

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