< Komplexe Potenzen < Reell < Jacobi-Matrix
Beschreibe die Abbildung
C
⟶
C
,
z
⟼
z
2
,
{\displaystyle \mathbb {C} \longrightarrow \mathbb {C} ,\,z\longmapsto z^{2},}
in reellen Koordinaten und bestimme die
Jacobi-Matrix
.
Ebenso für
z
3
,
z
4
,
z
5
{\displaystyle {}z^{3},z^{4},z^{5}}
.
Eine Lösung erstellen
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