云表2021 发表于 2023-12-25 17:16:22

转简拼函数

这个函数不太会用,就是有两个数据项,比如,姓名   ,姓名简拼,怎么用呢,会用的请指导一下哈。是否支持字母和中文混合。(以下是补充)
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帮助文档中这个取首字母函数在业务公式一栏打勾,以为只能在业务公式中使用,想不到在填表公式中也能使用,被误导了,希望文档更新一下。

李根 发表于 2023-12-26 16:21:32

您说的是哪个函数?您截个图

亮闪闪 发表于 2023-12-26 17:06:09

是这个意思吗

李根 发表于 2023-12-28 09:01:38

这个公式是获取首字母,使用方法函数界面都有描述和示例,可以参考一下
页: [1]
查看完整版本: 转简拼函数