Özellikler
Uyumluluk
The other products, software and hardware this product can be used with.
Phaser 6020 Phaser 6022 WorkCentre 6025 WorkCentre 6027
Paket başına miktar
1 adet
Renkli toner sayfası verimi
Tek parçayla alınabilecek yaklaşık çıktı sayısı. Çıktı sayısı, yazılan içeriğe, sayfa sayısına, yazma sıklığına ve çevresel etmenlere göre değişebilir.
1000 Sayfa
Tip
Characteristics of the device.
Orijinal
Baskı kartuşlarının renkleri
The colours that can be produced by the printer.
Cam Göbeği
Uyumlu markalar
What other brands this brand can be used with.
Xerox
Ağırlık & boyutlar
Ambalaj genişliği
The distance from one side of the packaging to the other.
57,1 mm
Ağırlık & boyutlar
Ambalaj derinliği
The distance from the front to the back of the packaging.
177,7 mm
Ambalaj yüksekliği
The distance from the top to the bottom of the packaging.
76,1 mm
Paket ağırlığı
Weight of the packaged product.
136 g
Lojistik veri
Uyumlu Sistem (HS) kodu
84439990
Diğer özellikler
Baskı teknolojisi
Indicates the method used to print by this product.
LED yazıcı
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)