evaluate-the-integral-02sinxlncosx-dxint0fracpi2sin-xcdotlncos-xdx

Question

Evaluate the integral: ∫0π2sin⁡x⋅ln⁡(cos⁡x) dx\$$int_0$$^{\frac{\pi}{2}}\sin x\cdot\ln(\cos x)\,dx

Accepted Answer

−1-1

Answer

π2\frac{\pi}{2}

Answer

11

Answer

00

Evaluate the integral: ∫0π2sinx⋅ln(cosx)dx\(\int\)_0^{\(\frac{\pi}{2}\)}\(\sin\) x\(\cdot\]\ln\)(\(\cos\) x)\,dx