走失城北ww 发表于 2018-6-29 16:50:26

T+的季度报表怎么取季度,只要看到会计月T+的季度报表怎么取季度,只要

在用友畅捷通T+财务管理软件的用友T+T-UFO模块中碰到如下 问题,T+的季度报表怎么取季度,只要看到会计月,详细问题描述如下:
T+的季度报表怎么取季度,只要看到会计月

用友软件周义刚 发表于 2018-6-29 17:58:49

不客气

用友软件工程师 发表于 2018-6-29 19:03:05

好的,谢谢

社区专家 发表于 2018-6-29 19:54:42

您看下上面的截图,里面有详细说明的

知识分子 发表于 2018-6-29 21:05:18

例如我现在看第一季度的,选择季度报表在会快月选择1??这样都没有数据

畅捷讲师 发表于 2018-6-29 21:52:53


1.T+12.1及之前版本,季报设置如下:\n(1)季度报表使用公式直接取数,举例:FS(\"6001\",\"\",\"年\",\"月\",\"贷\")+FS(\"6001\",\"\",\"年\",\"月+1\",\"贷\")+FS(\"6001\",\"\",\"年\",\"月+2\",\"贷\"),并在每个季度第1个月进行取数,如果在每季度最后1个月进行取数,三个公式则变为月、月-1、月-2; \n(2)将每个月的报表在季度最后一月进行报表汇总,在【报表数据】界面选择三个月的报表点击【报表汇总】即可。\n操作详情,点我吧\n2.T+12.2版本新增季报功能(普及版、标准版、专业版都有),只需在公式中设置季度的公式,并在报表数据录入查询条件时【会计月】选择对应的季度即可,公式单元设置举例:FS(\"6001\",\"\",\"年\",\"季\",\"借\")。

签到达人 发表于 2018-6-29 22:22:56

使用软件自带的季报的模板,点击生成报表数据时,会计月中可以选择到一季度、二季度这种
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

走失城北ww 发表于 2018-6-29 23:14:57

12.2中已经增加了季度报表,查询报表的时候,条件选择对应的季度即可
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查看完整版本: T+的季度报表怎么取季度,只要看到会计月T+的季度报表怎么取季度,只要