| x | ||
Wyznacz wszystkie asymptoty funkcji f(x)= | ||
| x+2√x2−1 |
| x | 1 | 1 | ||||
limx → −∞ | = limx → −∞ | = | = | |||
| x + 2√x2 − 1 | 1 − 2√(x2 − 1)/(x2) | 1 − 2 |
| x | 1 | |||
limx → ∞ | = | |||
| x + 2√x2 − 1 | 3 |
| x | ||
limx → −1− | = 1 | |
| x + 2√x2 − 1 |
| x | ||
limx → −1+ | = 1 | |
| x + 2√x2 − 1 |
| x | ||
limx → 1− | = 1 | |
| x + 2√x2 − 1 |
| x | ||
limx → 1+ | = 1 | |
| x + 2√x2 − 1 |