胡佳UbM 发表于 2018-6-29 19:25:41

怎样让凭证中的科目有辅助核算?怎样让生成的凭证中的应付账款有对应的往来

在用友畅捷通T+财务管理软件的用友T+总账模块中碰到如下 问题,怎样让凭证中的科目有辅助核算?,详细问题描述如下:
怎样让生成的凭证中的应付账款有对应的往来单位

用友软件苏娜 发表于 2018-6-29 20:28:55

系统管理中业务结账、财务结账中直接做12月结账即可
如果如果还有问题的话请发新贴提问,不要在其他帖子中直接补充,以便于工程师能及时看到您的问题并回复,也避免影响其他人问题的查询,谢谢配合!

月饼勋章 发表于 2018-6-29 20:55:45

为什么日期在2018年的时候不能进账套,只能在2017年才能进。2018年显示会计期间不在日期范围 内,怎么办

用友软件工程师 发表于 2018-6-29 22:21:02

这个弄好了。谢谢

邀约达人 发表于 2018-6-29 23:27:42


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
如图

勤劳小蜜蜂 发表于 2018-6-29 23:50:31

要打开某个科目,勾选上往来单位辅助核算

社区专家 发表于 2018-6-30 00:28:52

去系统管理中启用2018年n的账套

知识分子 发表于 2018-6-30 01:59:32

为什么日期在2018年的时候不能进账套,只能在2017年才能进。2018年显示会计期间不在日期范围 内,怎么办

李燕RJn 发表于 2018-6-30 02:09:16


https://sto.chanapp.chanjet.com/4a47ecad-3fcd-422b-879b-b2df91606e00/attatchment/2018/01/29/15172107751MhS.png
是这里吗?勾选了,但是生成凭证的时候还是没有辅助项目

胡佳UbM 发表于 2018-6-30 02:17:08

基础设置-科目中打开应付账款科目,勾选往来单位辅助核算,做该科目的凭证时就会弹出辅助核算的界面选择往来单位
页: [1]
查看完整版本: 怎样让凭证中的科目有辅助核算?怎样让生成的凭证中的应付账款有对应的往来