[可视化]
有没有动态两列相除的方法,COQ/月成本_总和
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yhdata_lyaa
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发表于 2024-3-4 10:14:36
结果应该是对的呢
![](data:image/png;base64,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)
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th98712
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发表于 2024-3-4 10:24:45
年份:coq总和/月成本总和,计算列是先coq/月成本在汇总 |
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yhdata_lyaa
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发表于 2024-3-4 10:40:42
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th98712
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发表于 2024-3-4 10:48:15
coq和成本都是月的,我下钻年的数值就不对;假如现在1月是1/2,2月是1/3,年的就是1+1/2+3;但是如果把月coq/成本再汇总就是1/2+1/3了,结果就不对了 |
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李俊豪
来自手机
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发表于 2024-3-4 11:00:04
coq总和/月成本总和,计算列是先coq/月成本在汇总 |
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yhdata_lyaa
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发表于 2024-3-4 11:05:53
那计算列这样写呢
sum(col['coq'])/sum(col['月成本']) |
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th98712
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发表于 2024-3-4 11:14:23
不行,这样也是1/2+1/3了,好像下钻的话不能达成这种效果 |
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yhdata_lyaa
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发表于 2024-3-4 13:22:15
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th98712
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发表于 2024-3-4 13:29:25
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