Question 237636
{{{(-x/7)+4>3x}}}
{{{4>3x+(x/7)}}} 
...same as to say...
{{{4>(3x/1)+(x/7)}}}
So, multiply the LCD on the right side of inequality (which is 7)
{{{4>(7*3x)/(7*1)+(1*x)/(1*7)}}}
{{{4>(21x/7)+(x/7)}}}
Combine fractions since they now have the same denominator...
{{{4>22x/7}}}
Multiply by 7 on both sides to get rid of fraction...
{{{4*7>22x}}}
Divide 22 from both sides of inequality to find values of x...
{{{28/22>x}}}
Can you reduce 28/22 to a simpler fraction?  Yes.
I'll let you finish it since it's the last step.  :)