SOLUTION: (67x-4)/x = 6 + (4/x) I am trying to simplify this fraction On the six I found a common denominator of x and so that made 6x over x

Algebra ->  Exponents-negative-and-fractional -> SOLUTION: (67x-4)/x = 6 + (4/x) I am trying to simplify this fraction On the six I found a common denominator of x and so that made 6x over x      Log On


   

Question 883070: (67x-4)/x = 6 + (4/x) I am trying to simplify this fraction On the six I found a common denominator of x and so that made 6x over x
Answer by josgarithmetic(39623) About Me  (Show Source):
You can put this solution on YOUR website!
The common denominator to use is x. MULTIPLY the left and right members by x, if you are interested in solving the equation. If you are just interested in addition on the right member, then just multiply the 6 by 1=x%2Fx and ...

6%28x%2Fx%29%2B4%2Fx
%286x%29%2Fx%2B4%2Fx
%286x%2B4%29%2Fx
This would not really be necessary for solving the equation. Just multiply left and right members by x and simplify, solving for x.