![ordinary differential equations - How does $ln(y) = 2x+C$ become $y = e^{2x+C}$? - Mathematics Stack Exchange ordinary differential equations - How does $ln(y) = 2x+C$ become $y = e^{2x+C}$? - Mathematics Stack Exchange](https://i.stack.imgur.com/w120G.png)
ordinary differential equations - How does $ln(y) = 2x+C$ become $y = e^{2x+C}$? - Mathematics Stack Exchange
![integration - How to find the area bounded by $y=\ln\left(x\right)$ and $y=e+1-x$, and the $x$ axis? - Mathematics Stack Exchange integration - How to find the area bounded by $y=\ln\left(x\right)$ and $y=e+1-x$, and the $x$ axis? - Mathematics Stack Exchange](https://i.stack.imgur.com/AFeBR.png)
integration - How to find the area bounded by $y=\ln\left(x\right)$ and $y=e+1-x$, and the $x$ axis? - Mathematics Stack Exchange
![Find the slope of the graph of y = ((ln x)^4)/x at the point (e, 1/e). Slope is ___. Now find an equation for the tangent line at that point, then solve Find the slope of the graph of y = ((ln x)^4)/x at the point (e, 1/e). Slope is ___. Now find an equation for the tangent line at that point, then solve](https://homework.study.com/cimages/multimages/16/10100063396077365956699871.png)
Find the slope of the graph of y = ((ln x)^4)/x at the point (e, 1/e). Slope is ___. Now find an equation for the tangent line at that point, then solve
![E/ Natural Log. e y = a x Many formulas in calculus are greatly simplified if we use a base a such that the slope of the tangent line at y = E/ Natural Log. e y = a x Many formulas in calculus are greatly simplified if we use a base a such that the slope of the tangent line at y =](https://images.slideplayer.com/27/8915834/slides/slide_5.jpg)