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Dabei gibt es zwei Möglichkeiten:
1. Der Verkäufer macht dem Käufer ein Angebot (Antrag).
Wenn der Käufer das Angebot annimmt (Annahme), entsteht ein Kaufvertrag.
Beispiel: Die Elektrofirma Meeder bietet ein Handy zu einem stark reduzierten Preis im Internet an. Frau Selm bestellt das Handy.
2. Der Käufer bestellt eine Ware ohne ein vorliegendes Angebot (Antrag). Wenn der Verkäufer die Bestellung annimmt, entsteht ein Kaufvertrag.
Beispiel: Herr Grass bestellt ohne vorliegendes Angebot 12 Flaschen Burgunder bei „Weinhandel Mess“.
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Allerdings kann er ein Angebot als „unverbindlich“ kennzeichnen.
Durch den Zusatz „Angebot unverbindlich“ oder „Angebot frei bleibend“ kann der Lieferer sein Angebot in jeder Beziehung ändern. Diese Angaben nennt man „Freizeichnungsklauseln“.
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Der Verkäufer hat die Verpflichtung zu den Vereinbarungen entsprechend zu liefern.
Der Käufer hat die Verpflichtung, die Ware anzunehmen und zu bezahlen.
Das gegenseitige Schuldverhältnis erlischt, wenn jeder Vertragspartner seine Pflichten erfüllt hat.
Um spätere Streitigkeiten zu vermeiden sollten Einzelheiten des Vertrages vorher schriftlich festgehalten werden.
Sollte nichts anderes vereinbart worden sein, so gelten die folgenden gesetzlichen Regelungen. Aufgeführt werden im Kaufvertrag:
Wenn Sie das lesen können, dann wurde das digitale Arbeitsblatt nicht geladen. Hauptsächlich liegt das daran, dass es nicht in einem eigenständigen Browser-Tab geöffnet wurde, sondern in einer Vorschau, die das Laden der Inhalte des Dokuments blockiert.
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