Ordne die Zahlen 4, 1, 9 und 13 in einer Ordnungskette.[br]Beginne mit der kleinsten Zahl.[br]
[br][img]data:image/png;base64,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[/img][br]Ordnungskette: 1 < 4 < 9 < 13