vince 发表于 2019-9-29 15:58:39

怎样对司龄的日期精确计算

data:image/png;base64,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
十二月份没有到现在没有一年,怎么编写公式

李根 发表于 2019-9-30 09:22:01


云表是有日期函数可以使用的

如果您不知道如何应用到自己的需求中,您可以把您需要实现怎么样一个计算功能分享出来,我帮你看看怎么编写这个公式
页: [1]
查看完整版本: 怎样对司龄的日期精确计算