Function Expression :
\[f(x)=e\sqrt{2}ln x \]Domain
\[\left]0, \infty\right[ \]Limits
\[\lim_{x \overset{>}{\rightarrow0} }f(x) = -\infty \]\[\lim_{x \rightarrow+\infty}f(x) = +\infty \]
\[ \]
Derivate
\[f^{\,\prime}(x)=\frac{\sqrt{2} e}{x} \]\[ \]
Integral
\[F(x) = \sqrt{2} e \left(x \log{\left(x \right)} - x\right) \]Sign Table
Variation Table
Plot
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