yh_g5AoCeox 发表于 2024-4-20 19:47:18

计算列不生效

各位大佬,如下图,图1明细数据,图2计算列,图3结果,为啥没有生效





yhdata_lyaa 发表于 2024-4-20 19:47:19

日期是日期格式吗,日期不能直接相减,可以使用函数dateGap

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

yh_g5AoCeox 发表于 2024-4-22 13:19:49

yhdata_lyaa 发表于 2024-4-22 10:08
日期是日期格式吗,日期不能直接相减,可以使用函数dateGap

是日期格式的问题,已经解决,谢谢

yhdata_lyaa 发表于 2024-4-22 13:36:12

{:4_124:}
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查看完整版本: 计算列不生效