0
Es geht um ein LGS über R, welches man auch als System über Z_(5) auffassen können soll.
![](data:image/png;base64,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)
2x3=1 und den Rest kann ich mir erklären, nur nicht 1/2 = 3. Wie kommt man darauf?
LG und Danke
2x3=1 und den Rest kann ich mir erklären, nur nicht 1/2 = 3. Wie kommt man darauf?
LG und Danke
Diese Frage melden
gefragt
user47b2ab
Punkte: 12
Punkte: 12