锅包柚 发表于 2018-6-30 02:50:21

报表取数利润表新增了一列数据,本年累计想把这列数据取上,公式应该怎么设

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,报表取数,详细问题描述如下:
利润表新增了一列数据,本年累计想把这列数据取上,公式应该怎么设置

签到达人 发表于 2018-6-30 03:55:02

您好,看一下余额表中,发生额是否有数据。

用友软件周俊贺 发表于 2018-6-30 04:40:01

将公式删除后重新设置下,先不加这个单元格,检查本年利润是否能正常取数,然后再修改本年利润的公式,要在公式设置界面上点击+,而不要直接录入
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用友软件工程师 发表于 2018-6-30 06:11:48

我这边测试的是这几列都取不到数 T+浏览器问题吗

社区专家 发表于 2018-6-30 06:28:53

本地这边测试是可以取到数的

知识分子 发表于 2018-6-30 07:13:51

可是这种取不到数,我测试了

用友软件苏娜 发表于 2018-6-30 08:48:14

可以向excel表格设置公式时,将本年累计这个单元格的公式上加上对应新增一列的单元格,例如这种形式:LFS(\"5051\",\"\",\"年\",\"月\",\"贷\")+c5

月饼勋章 发表于 2018-6-30 09:26:08

我意思是 利润表里我新增了一列 ,那一列是我手工加的数据,想在本年累计那一列把我新增的那一列数据加上,这个公式怎么设置

用友软件工程师 发表于 2018-6-30 10:30:19

使用本年累计发生函数LFS取数,例如这种格式LFS(\"5402\",\"\",\"年\",\"月\",\"借\")

邀约达人 发表于 2018-6-30 10:41:32

您好,把公式中的发生公式fs,改成累计发生lfs
页: [1]
查看完整版本: 报表取数利润表新增了一列数据,本年累计想把这列数据取上,公式应该怎么设