1
/
| ___ / / ___\\ ___ / ___\ ___ / / ___\\ ___ / ___\
| 1 \/ 2 *\pi*I + log\\/ 2 // \/ 2 *log\1 + \/ 2 / \/ 2 *\pi*I + log\-1 + \/ 2 // \/ 2 *log\\/ 2 /
| ------ dx = - ------------------------- - -------------------- + ------------------------------ + ----------------
| 2 4 4 4 4
| x - 2
|
/
0
$${{\log \left(3-2^{{{3}\over{2}}}\right)}\over{2^{{{3}\over{2}}}}}$$
Ответ (Неопределённый)
[src] /
| ___ / ___\ ___ / ___\
| 1 \/ 2 *log\x + \/ 2 / \/ 2 *log\x - \/ 2 /
| ------ dx = C - -------------------- + --------------------
| 2 4 4
| x - 2
|
/
$${{\log \left({{2\,x-2^{{{3}\over{2}}}}\over{2\,x+2^{{{3}\over{2}}}
}}\right)}\over{2^{{{3}\over{2}}}}}$$