T6存货货位对照表货位不对1、t6存货货位对照表维护好了后,再进行过滤
在用友T6企业管理件的用友T6库存管理模块中碰到如下 问题,T6存货货位对照表货位不对,详细问题描述如下:1、t6存货货位对照表维护好了后,再进行过滤查找时,显示的货位不对,怎样调整为正确的?
2、t6仓库启用货位管理后,往往出现货位和物料库存量不一样的情况,该如何操作,如何调整?
考虑是数据问题,麻烦您联系代理商提交问题到技术支持网处理,谢谢。
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
过滤后,存货代码变了,怎样变成正确的?
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
你看看,存货代码已经变了。
问题一:显示不对能否截图说明,是有提示,还是数据有问题
问题二:如果启用了货位,一般可以查看货位存货量
页:
[1]