<PRE><B>Question 189704</B>
{{{5/(3x) + 3/(x) = 1 }}} Start with the given equation.



{{{cross(3x)(5/cross(3x)) + 3*cross(x)(3/cross(x)) = 1(3x) }}} Multiply EVERY term by the LCD 3x to clear out the fractions.



{{{5+3(3)=3x}}} Simplify



{{{5+9=3x}}} Multiply



{{{14=3x}}} Combine like terms.



{{{14/3=x}}} Divide both sides by 3 to isolate x.



{{{x=14/3}}} Rearrange the equation.




So the solution is {{{x=14/3}}} which is approximately *[Tex \LARGE x \approx 4.667]</PRE>