Question 64943
Solve, and express your answer in exact form:  
{{{3^x=4^(l-x)}}}
{{{ln(3^x)=ln(4^(1-x))}}}
{{{xln(3)=(1-x)ln(4)}}}
{{{xln(3)=ln(4)-xln(4)}}}
{{{xln(3)+xln(4)=ln(4)-xln(4)+xln(4)}}}
{{{xln(3)+xln(4)=ln(4)}}}
{{{x(ln(3)+ln(4))=ln(4)}}}
{{{xln(3*4)=ln(4)}}}
{{{xln(12)=ln(4)}}}
{{{xln(12)/ln(12)=ln(4)/(ln(12))}}}
{{{x=ln(4)/(ln(12))}}}
Happy Calculating!!!!