Separable Differential Equation dy/dt = 6y

The question is as follows:

$\frac{dy}{dt}=6y$

$y(9)=5$

I tried rearranging the equation to $\frac{dy}{6y}=dt$ and integrating both sides to get $(1/6)\mathrm{ln}|y|+C=t$. After that I tried plugging in the 9 for y and 5 for t and solving but I can't quite seem to get it.

The question is as follows:

$\frac{dy}{dt}=6y$

$y(9)=5$

I tried rearranging the equation to $\frac{dy}{6y}=dt$ and integrating both sides to get $(1/6)\mathrm{ln}|y|+C=t$. After that I tried plugging in the 9 for y and 5 for t and solving but I can't quite seem to get it.