- #1
Drezzan
- 7
- 0
Homework Statement
evaluate $$\int_0^1\frac{Ln(x)}{1+x}\,dx$$
Homework Equations
I know the way to solve most improper integrals; replacing 0 or the bound causing the issue with a variable and have the limit of the integral as the variable goes to infinity. My question is using mathematica how do I get a reasonable result?
The Attempt at a Solution
I had started just looking for the indefinite integral first, just to keep an eye on the method mathematica was using and making sure I agreed. I had not tried this by hand yet. $$\int\frac{Ln(x)}{1+x}\,dx$$
This however spat out an crazy result about a screen length wrong with an IF statement and an assumptions (it is far to long to type here). I need help at this juncture. What caused the issue and how do I resolve it to allow me to take the limit of the integral?