1 ____ / 2 \
/ \/ pi *fresnelc|------|*gamma(1/4)
| | ____|
| / 2\ \\/ pi /
| cos\2*x / dx = ----------------------------------
| 8*gamma(5/4)
/
0
$$-{{\sqrt{\pi}\,\left(\left(i-1\right)\,\mathrm{erf}\left(i+1\right)
+\left(i+1\right)\,\mathrm{erf}\left(i-1\right)+\left(-i-1\right)\,
\mathrm{erf}\left(\sqrt{2}\,\sqrt{-i}\right)+\left(i-1\right)\,
\mathrm{erf}\left(\left(-1\right)^{{{1}\over{4}}}\,\sqrt{2}\right)
\right)}\over{16}}$$
Ответ (Неопределённый)
[src] ____ / 2*x \
/ \/ pi *fresnelc|------|*gamma(1/4)
| | ____|
| / 2\ \\/ pi /
| cos\2*x / dx = C + ----------------------------------
| 8*gamma(5/4)
/
$$-{{\sqrt{\pi}\,\left(\left(i-1\right)\,\mathrm{erf}\left(\left(i+1
\right)\,x\right)+\left(-i-1\right)\,\mathrm{erf}\left(\left(1-i
\right)\,x\right)+\left(-i-1\right)\,\mathrm{erf}\left(\sqrt{2}\,
\sqrt{-i}\,x\right)+\left(i-1\right)\,\mathrm{erf}\left(\left(-1
\right)^{{{1}\over{4}}}\,\sqrt{2}\,x\right)\right)}\over{16}}$$