| sinax | ||
lim(x→0) | → 1
| |
| ax |
| sin2x | ||
np. mamy lim(x→0)sin2x=lim(x→0) | *2x=1*2x=2x | |
| 2x |
| 5x+4 | ||
a) lim (x→− ∞) | ||
| 102+3x−1 |
| 5x+4 | ||
lim (x→+∞) | ||
| 102+3x−1 |
| 2−3x | ||
b) lim(x →−∞) | ||
| x2−4x+1 |
| 2−3x | ||
lim (x→+∞) | ||
| x2−4x+1 |
| 2x−5x2 | ||
c) lim (x→−∞) | ||
| 10x2−4x−7 |
| 2x−5x2 | ||
lim (x→+∞) | ||
| 10x2−4x−7 |
| 5−4x2 | ||
d) lim(x→−∞) | ||
| 4−3x−8x2 |
| 5−4x2 | ||
lim(x→+∞) | ||
| 4−3x−8x2 |