Question 76653
{{{((x+4)*(2^2*5)+(3*x-2)*5)/((3*x-2)*(x+4))=1}}}
{{{((x+4)*(4*5)+5*(3*x-2))/((3*x-2)*(x+4))=1}}}
{{{((x+4)*20+5*(3*x-2))/((3*x-2)*(x+4))=1}}}
{{{(20*(x+4)+5*(3*x-2))/((3*x-2)*(x+4))=1}}}
{{{((20*x+20*4)+(5*(3*x)+5*(-2)))/((3*x-2)*(x+4))=1}}}
{{{((20*x+80)+(5*3*x-5*2))/((3*x-2)*(x+4))=1}}}
{{{((20*x+80)+(15*x-10))/((3*x-2)*(x+4))=1}}}
{{{(20*x+80+15*x-10)/((3*x-2)*(x+4))=1}}}
{{{(20*x+15*x+80-10)/((3*x-2)*(x+4))=1}}}
{{{(35*x+70)/((3*x-2)*(x+4))=1}}}
{{{(5*7)*(5*7*x/(5*7)+2*5*7/(5*7))/((3*x-2)*(x+4))=1}}}
{{{35*(5*7*x/35+2*5*7/35)/((3*x-2)*(x+4))=1}}}
{{{35*(5*7*x/(5*7)+2*5*7/(5*7))/((3*x-2)*(x+4))=1}}}
{{{35*(1*1*x/(1*1)+2*1*1/(1*1))/((3*x-2)*(x+4))=1}}}
{{{35*(x/1+2/1)/((3*x-2)*(x+4))=1}}}
{{{35*(x+2)/((3*x-2)*(x+4))=1}}}
{{{(5*7)*(x+2)/((3*x-2)*(x+4))=1}}}
{{{35*(x+2)=(3*x-2)*(x+4)}}}
{{{35*x+35*2=(3*x)*x+(-2)*x+(3*x)*4+(-2)*4}}}
{{{35*x+70=(3*x)*x+(-2)*x+(3*x)*4+(-2)*4}}}
{{{35*x+70=3*x*x-2*x+3*x*4-2*4}}}
{{{35*x+70=3*x^(1+1)-2*x+3*4*x-8}}}
{{{35*x+70=3*x^2-2*x+12*x-8}}}
{{{35*x+70=3*x^2+10*x-8}}}
{{{(35*x+70)+(-3*x^2-10*x+8)=(3*x^2+10*x-8)+(-3*x^2-10*x+8)}}}
{{{35*x-10*x-3*x^2+70+8=3*x^2-3*x^2+10*x-10*x-8+8}}}
{{{35*x-10*x-3*x^2+78=3*x^2-3*x^2+10*x-10*x+0}}}
{{{25*x-3*x^2+78=3*x^2-3*x^2+10*x-10*x}}}
{{{25*x-3*x^2+78=0}}}

This is as far as I can go to solving this problem. I hope this helps. 

Good Luck!