X equals ? solution

I see you've answered Alan, but I had to post this because I put like 10 minutes into this LaTeX. :)

$$\begin{array}{l} 12(\frac{x}{6}-\frac{5}{1})+5(\frac{x}{5}+\frac{4}{1})+10=6(\frac{x}{1}-\frac{35}{1})\\\\\mbox{Distribute the 12, 5, and 6 into their parentheses}\\\\ (12\times\frac{x}{6})-(12\times \frac{5}{1})+ (5\times \frac{x}{5})+(5\times \frac{4}{1})+10=(6\times \frac{x}{1})-(6\times\frac{35}{1})\\\\ (\frac{12x}{6}) - (\frac{60}{1}) + (\frac{5x}{5}) + (\frac{20}{1}) + 10 =\frac{6x}{1} - \frac{210}{1}\\\\ (\frac{2x}{1}) - (\frac{60}{1}) + (\frac{x}{1}) + (\frac{20}{1}) + 10 =\frac{6x}{1} - \frac{210}{1}\\\\ \mathbf{2x} -60 + \mathbf{x} +20 + 10 =6x -210\\\\ 3x \mathbf{- 60} \mathbf{+ 20} \mathbf{+ 10} = 6x - 210\\\\ 3x-30 = 6x - 210\\\\ -30= 3x - 210\\\\ 180 = 3x\\\\ 60 = x\\\\ x = 60 \end{array}$$

Multiplying through to get rid of the brackets this becomes:

2x - 60 + x + 20 + 10 = 6x - 210

or:  3x - 30 = 6x - 210

Add 210 to both sides:

3x + 180 = 6x

Subtract 3x from both sides:

180 = 3x

Divide both sides by 3:

x = 60

No harm in having more than one reply ND!

That's true. It's always good to have a few consistent answers.

You did all of that in ten minutes?

That is much more impressive than solving the equation!

Two exellent answers - ( Don't you just hate it when that happens Ninja  )

Thanks guys