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March 12, 2017

Deriving at its finest

Differentiate $ y = \sqrt{x}^{ \sqrt{x} } e^{ x^2 } $
Apply the natural logarithm to both sides of this equation and use the algebraic properties of logarithms, getting,



Thus the final answer is, $ = \sqrt{x} \ln ( \sqrt{x} ) + x^2 $ .



-Ma. Katrina V. Venta

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