Question 949118
{{{e^x-5=(1/e^5)^x+6}}}-----The is exactly what was given, here rendered.


{{{e^x-5=(1/e^(5x))+6}}}


{{{(e^x-5)(e^(5x))=((1/e^(5x))+6)(e^(5x))}}}


{{{e^x*e^(5x)-e^(5x)*5=1+6e^(5x)}}}


{{{e^(6x)-5e^(5x)=1+6e^(5x)}}}


{{{e^(6x)=1+11e^(5x)}}}


{{{11e^(5x)-e^(6x)=1}}}
A simplification only.