<PRE><B>Question 245698</B>


{{{9/5=3x+9/15}}} Start with the given equation.



{{{15(9/cross(5))=15(3x+9/cross(15))}}} Multiply both sides by the LCD {{{15}}} to clear any fractions.



{{{27=45x+9}}} Distribute and multiply.



{{{0=45x+9-27}}} Subtract {{{27}}} from both sides.



{{{-45x=9-27}}} Subtract {{{45x}}} from both sides.



{{{-45x=-18}}} Combine like terms on the right side.



{{{x=(-18)/(-45)}}} Divide both sides by {{{-45}}} to isolate {{{x}}}.



{{{x=2/5}}} Reduce.



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Answer:


So the solution is {{{x=2/5}}}
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