$$\int^1_0\sqrt{\ln(1/x)}dx$$
How does one integrate the above by making use of a double integral, the only thing I could do is simplify $\ln(1/x)$ into $-\ln(x)$ which does not help much. How does one attack problems of such style?
$$\int^1_0\sqrt{\ln(1/x)}dx$$
How does one integrate the above by making use of a double integral, the only thing I could do is simplify $\ln(1/x)$ into $-\ln(x)$ which does not help much. How does one attack problems of such style?