Lợi nhuận theo từng khách hàng
Ý nghĩa: Tổng hợp báo cáo lợi nhuận theo từng khách hàng
Để xem báo cáo này bạn vào mục 6. Báo cáo phân tích--> 7. Lợi nhuận theo từng khách hàng
1. Thiết lập báo cáo:
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+ Chọn khoảng ngày cần theo dõi.
+ Chọn khách hàng.
+ Click vào nút ![](data:image/png;base64,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)
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)
Giải thích:
+ Giá nhập bình quân: phần mềm lấy giá nhập cuối cùng của hàng hóa đó.
+ Giá xuất bình quân: Lấy giá xuất trên hóa đơn này.
+ Lợi nhuận: = (Giá xuất bình quân - Giá nhập bình quân ) x Số lượng
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