كيف يمكن التحكم في عدد القيم التي ستظهر في سعر المنتج بعد العلامة العشرية؟
يمكنك التحكم في عدد القيم التي ستظهر في سعر المنتج بعد العلامة العشرية من خلال اتباع الخطوات التالية.
أولًا يتم التوجه إلى الإعدادات من لوحة التحكم ثم الدخول إلى عملات المتجر.
يتم الدخول بعد ذلك إلى العملة المرغوب تعديلها، من خلال الضغط على اسم العملة أو الثلاث نقاط الموجودين يسار العملة ثم تعديل.
سيتم تحويلك إلى صفحة إعدادات العملة، يمكنك إضافة عدد القيام التي ستظهر بعد القيمة العشرية في خانة القيمة العشرية كما هو موضح في الصورة التالية.
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)
أولًا يتم التوجه إلى الإعدادات من لوحة التحكم ثم الدخول إلى عملات المتجر.
يتم الدخول بعد ذلك إلى العملة المرغوب تعديلها، من خلال الضغط على اسم العملة أو الثلاث نقاط الموجودين يسار العملة ثم تعديل.
سيتم تحويلك إلى صفحة إعدادات العملة، يمكنك إضافة عدد القيام التي ستظهر بعد القيمة العشرية في خانة القيمة العشرية كما هو موضح في الصورة التالية.
تحديث في: 07/12/2022
شكرًا!