In edooli kannst Du sowohl bei Verkaufspreis netto als auch bei Verkaufspreis brutto einen Wert eintragen, der dann automatisch errechnet wird. Bitte beachte, dass die Berechnung durch die Mehrwertsteuer zugrunde gelegt wird.

Deine Ware, zum Beispiel deine Taschentücher verkaufst Du mit 19% MwSt., dann wähle die Umsatzsteuerhöhe (%) 19 aus. Klickst Du nun in den Verkaufspreis netto und trägst 10,00 (EUR) ein, dann errechnet dir edooli automatisch den Bruttopreis mit 11,90 (EUR). 

Umgekehrt gilt das Gleiche: Füllst Du zuerst den Verkaufspreis brutto mit 11,90 (EUR), dann wird dir 10,00 (EUR) im Feld Verkaufspreis netto errechnet.

<img class="image-half" src="data:image/png;base64,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