Question 875226
{{{sqrt(3x)+sqrt(2x-1)= 5/(sqrt(2x-1))}}}
 {{{sqrt(3)*sqrt(x) * sqrt(2x-1)+sqrt(2x-1)*sqrt(2x-1)=5/(sqrt(2x-1))*sqrt(2x-1)}}} 
{{{sqrt(3)*sqrt(x)*sqrt(2x-1) +2x-1=5}}}
{{{sqrt(3)*sqrt(x)*sqrt(2x-1)=5-2x+1}}}
{{{(sqrt(3))^2 *(sqrt(x))^2 *(sqrt(2x-1))^2=(6-2x)^2}}}
{{{3*x*(2x-1)=36-24x+4x^2}}}
{{{6x^2-3x=4x^2-24x+36}}}
{{{2x^2 +21x-36=0}}}
{{{(2x-3)(x+12)}}}

x= -12 and x={{{3/2)}}}