How would you solve: Ln[e^5x/x(x^4+1)] in a form with no logarithms of products, quotients, or powers?

Answer 1

ln[e^5x/[x*(x^4+1)]]
=ln(e^5x)-ln([x)*(x^4+1)]
=5x-[1n(x)+ln(x^4+1]
=5x-ln(x)-ln(x^4+1)