螃蟹一啊_爪八个 发表于 2018-6-29 17:57:37

T+修改辅助核算请问T+已经有数据,能不能修改辅助核算,对数据有没有影

在用友畅捷通T+财务管理软件的用友T+辅助核算模块中碰到如下 问题,T+修改辅助核算,详细问题描述如下:
请问T+已经有数据,能不能修改辅助核算,对数据有没有影响,后期会不会影响跨年查询业务

用友软件_刘佳佳 发表于 2018-6-29 19:29:06

这个是让您选择一个部门把之前发生的数据统一放进去的,所以您可以根据实际情况来自行选择

用友软件工程师 发表于 2018-6-29 19:56:40


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
这个地方就点是没问题吧,17年12月份已经结账,然后提示这个
data:image/png;base64,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这里该选择什么部门呢

螃蟹一啊_爪八个 发表于 2018-6-29 21:26:41

可以修改的
页: [1]
查看完整版本: T+修改辅助核算请问T+已经有数据,能不能修改辅助核算,对数据有没有影