| 4−i | 5π | z*i | 4π | |||||
1) E={z∊C : Re[ | ]≥1 i | ≤arg[ | ]≤ | } .....z=x+iy | ||||
| −x + iy | 6 | i−1 | 3 |
oblicz granice funkcji lub w razie koniecznoscie wyznacz granice
jednostronne:
| 1−ctg(arcctgx) | ||
log | =1 | |
| 3−x |
| 3 | ||
f(x) = ( | )x2+x−6−1 | |
| 5 |
| 1 | ||
f(x)= | x∊<4,6> | |
| x2−4x+3 |
| 1 | π | 5π | ||||
f(x)= | x∊< | , | > | |||
| sinx | 4 | 6 |
| x | ||
f2(x+2) ≥ f1( | ) | |
| 2 |