| x4+3x3−x+1 | 1+3/x−1/x2+1/x3 | |||
limx→−∞ | = limx→−∞ x | = ∞ | ||
| 2x−x3 | −1+2/x2 |
| tg(3x) |
| |||||||||
limx→0 | =limx→0 | = | ||||||||
| sin(6x) | 2sin(3x)cos(3x) |
| 1 | 1 | |||
= limx→0 | = | |||
| 2cos2(3x) | 2 |
| tg(2x) | tg(2x) | |||
limx→0 | =limx→0 | = | ||
| sin(6x) | 3cos2(2x)sin(2x)−sin3(2x) |
| 1 | 1 | |||
= limx→0 | = | |||
| 3cos3(2x)−cos(2x)sin2(2x) | 3 |