| x2−x−2 | ||
a)lim (pod spodem x→2) | ||
| x2+x −6 |
| x−1 | ||
b)lim (pod spodem x→1) | ||
| √x+3−2 |
| ex−1 | ||
c)lim (pod spodem x→0) | ||
| sin3x |
| x2−x−2 | (x+1)(x−2) | x+1 | 3 | |||||
a) lim | = lim | = lim | = | |||||
| x2+x−6 | (x+3)(x−2) | x+3 | 5 |
| x−1 | (x−1)(√x+3+2) | |||
b) lim | = lim | = lim √x+3+2 = 4 | ||
| √x+3−2 | x+3−4 |
| ex−1 | 1 | ex−1 | 3x | 1 | |||||
c) lim | = lim | * | = | ||||||
| sin3x | 3 | x | sin3x | 3 |