满天星ZnQ 发表于 2018-6-14 11:58:23

T3年结账套T3怎么年结账套,新建下一年的账套

在用友畅捷通T3财务软件的用友T3总账系统模块中碰到如下 问题,T3年结账套,详细问题描述如下:
T3怎么年结账套,新建下一年的账套

用友软件魏雯 发表于 2018-6-14 12:25:39

您好,您只有总账报表和出纳。没有业务

用友软件工程师 发表于 2018-6-14 13:17:07

41708930

社区专家 发表于 2018-6-14 14:19:41

请提供一下加密锁号,我查询一下。

知识分子 发表于 2018-6-14 15:51:14

我怎么查看我都有什么模块?

签到达人 发表于 2018-6-14 16:52:15

单总账模块,没有业务模块,可以先做2018的凭证,新年度凭证不记账,不影响年结。

女士iIr 发表于 2018-6-14 18:03:12

谢谢,我登录进去了,我在问一下,我2017年的账没有做年结,可以先建立2018的账套,做一月份的凭证,包括银行的凭证吗?之后在做年结,会对我录入的数据有影响吗?

用友软件魏雯 发表于 2018-6-14 18:45:04

那您就用01登入系统管理

用友软件工程师 发表于 2018-6-14 19:35:28


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
我这个选 着呢

社区专家 发表于 2018-6-14 20:41:36

以下是账套主管设置步骤
1.双击点开【系统管理】图标,点击【系统】--【注册】;
2.用户名填写【admin】和密码(默认密码为空),点击【确定】;\n3.点击【权限】--【权限】,右上角【账套】和【年度】选择好相应的账套和年度;\n4.左边选中操作员,勾选【账套主管】然后点击【确定】。\n温馨提示:一个操作员可以设置为多个账套的账套主管,设置方法如上述步骤一致。
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查看完整版本: T3年结账套T3怎么年结账套,新建下一年的账套