【问题现象】
如何设置能在财务报表中查看数据时体现数字千分符,如5000显示为5,000?
【适用版本】
T+3 用友通
【解决方案】
在格式状态下进行设置。
【操作步骤】
1、点击财务报表,打开报表模块,如下图所示;
2、点击工具栏“文件”-“打开”,打开相应会计制度下的报表模板,如下图所示;
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" 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3、打开报表后,确定报表处于“格式状态”,如下图所示;
4、选中全表,右键“单元属性”-“单元类型”-“数值”-“格式”勾选“逗号”,确定,
5、将报表格式切换为数据状态后录入关键字(年月日),重算第1页查看数据显示情况,
6、设置完成后,点击开始菜单下的保存,对报表格式的变动进行保存。