CZT李国红 发表于 2018-6-11 09:34:54

T1如何设置同一个商品不同的价格T1如何设置同一个商品针对不同客户带出

在用友T1进销存软件的用友T1维护中心模块中碰到如下 问题,T1如何设置同一个商品不同的价格,详细问题描述如下:
T1如何设置同一个商品针对不同客户带出不同的零售价格

用友软件卢儒佳 发表于 2018-6-11 10:28:53

T1中不支持零售价格根据不同的客户,设置不同的客户价,在零售单界面上点击ctrl+S,在弹出的界面上设置默认零售价
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查看完整版本: T1如何设置同一个商品不同的价格T1如何设置同一个商品针对不同客户带出