1516 Find dy/dx by first using algebraic properties of the natural logarithm function. =

Chapter 3, Problem 16

(choose chapter or problem)

Find dy/dx by first using algebraic properties of the natural logarithm function.

$y=\ln \left(\frac{\sqrt{x} \sqrt[3]{x+1}}{\sin x \sec x}\right)$

Equation Transcription:

$y=ln(\frac{\sqrt{x}\sqrt[3]{x+1}}{sin\ x\ sec\ x})$

Text Transcription:

y=ln(sqrtx cube root x+1//sin x sec x )

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