(x)/(1100+x)*1000000=200 How can i solve this?

big thanks =) =)

(x) / (1100 + x) *1 000 000  = 200

First divide both sides by 1 000 000:

(x) / (1100 + x)  =  0.000 2

Multiply both sides by 1100 + x:

x  =  0.0002(1100 + x)

x  =  0.22 + 0.0002x

Subtract 0.0002x from both sides:

0.9998x  = 0.22

Divide both sides by 0.9998:

x  =  0.22 / 0.9998

This will become your answer. (It's a long decimal.)

$$\\\frac{x}{1100+x}*1000000=200\\\\ $Divide both sides by 1000000$\\\\ \frac{x}{1100+x}=200/1000000\\\\ \frac{x}{1100+x}=0.0002\\\\ $multiply both sides by 1100+x NOTE x cannot =-1100$\\\\ x=0.0002(1100+x)\\\\ x=0.22+0.0002x\\\\ $Multiply both sides by 10000$\\\\ 10000x=2200+2x\\\\ 9998x=2200\\\\ x=\frac{2200}{9998}\\\\ x=\frac{1100}{4999}\\$$