| sin3 x | ||
∫ | dx | |
| cos5 x |
| sin2x*sinx | ||
∫ | dx= | |
| cos5x |
| 1−cos2x)*sinx | ||
=∫ | dx=... | |
| cos5x |
| (1−t2) | t2−1 | |||
=∫ | *(−dt)=∫ | dt=∫(t−3−t−5) dt= .. | ||
| t5 | t5 |
| tg3x | 1 | |||
=∫ | dx=∫(tgx)'*tg3xdx=tgx*tg3x−∫tgx*3tg2x* | dx= | ||
| cos2x | cos2x |
| tg3x | ||
tg4x−3∫ | dx | |
| cos2x |
| tg3x | tg3x | |||
∫ | dx=tg4x−3∫ | dx | ||
| cos2x | cos2x |
| tg3x | ||
4∫ | dx=tg4x | |
| cos2x |
| tg3x | ||
∫ | dx=14tg4x | |
| cos2x |