[数据处理]
求组,自由式表格内单个单元格间可以做计算吗?
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yh_wjh
- 2023-06-14 17:38:39
- 发布在 论坛
1940
11
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) 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)
要求,per vehicle行的金额字段下六月份除以五月份
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yhdata_ruby
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发表于 2023-6-14 17:45:39
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yhdata_yzm
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发表于 2023-6-14 17:45:50
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qianyutong
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发表于 2023-6-14 19:03:29
采用格间计算:cell("cell51")/(cell("cell49"),说明:cell51指的是per vehicle行的金额字段下六月份对应的单元格名称;cell49指的是per vehicle行的金额字段下五月份对应的单元格名称。格间计算编辑方式如下图: |
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格间计算名称获取方式
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yhdata_yzm
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发表于 2023-6-14 19:26:00
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yh_wjh
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发表于 2023-6-15 08:21:43
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yh_wjh
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发表于 2023-6-15 08:22:58
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yh_wjh
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发表于 2023-6-15 08:24:57
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yhdata_ruby
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发表于 2023-6-15 09:44:15
这个是一个单元格横向拓展出来的其中两个单元格进行计算吧 |
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yh_wjh
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发表于 2023-6-15 10:13:51
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