Hello,
After many pages of working, I've managed to work my way to an equation that looks like this:

x=10ln(y/(5-15y))-26

I now need to rearrange this equation to y=...
No matter how many times I try I just can't seem to get it.
I'm farily sure that the above equation is correct but the fact that I can't seem to rearrange it means I may have to go back to the beginning.
I thought I might plead for some help from someone smarter than myself before I damage some poor wall with my head...

x=10ln(\frac{y}{5-15y})-26

\frac{x+26}{10}=ln(\frac{y}{5-15y})

e^{\frac{x+26}{10}}=\frac{y}{5(1-3y)}

5e^{\frac{x+26}{10}}=\frac{y}{1-3y}

reciprocals will help:

\frac{1}{5}e^{-(\frac{x+26}{10})}=\frac{1-3y}{y}=\frac{1}{y}-3

Now, can you finish? I don't want to spoil the ending.:)

You sir, are my new hero

I can't believe I didn't think to flip the equation to cancel a y, I've done it so many times before.

Thank you so much