一摞围棋 发表于 2022-10-31 15:59:36

填表公式,两个相同的操作,物业月应缴却不成功

本帖最后由 一摞围棋 于 2022-10-31 16:02 编辑

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

面积*月每平租金=月租金应缴   
面积*月每平物业费=物业月应缴

租金显示正常,设置的方法相同,物业月应缴却一直空白,不知道什么原因?

陶先生 发表于 2022-10-31 19:32:02

填表公式:值变化 设定2个: 1、根据 面积 赋值 租金和物业费;2、根据 单平米月租金、单平米月物业费 赋值 租金和物业费

一摞围棋 发表于 2022-10-31 20:42:49

第一步没有问题,第二步提示循环错误。应该是不能这样的操作吧?a=a*b

一摞围棋 发表于 2022-11-1 09:44:49

已解决。教训:在设置数据项的时候最好一次规划好,不会要已经录入数据保存后,又去修改新增格式或列,可能导致新格式不生效,或者新的数据项的填表公式不正确。重新制表,依次设置,一次性通过,以上问题都解决。
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查看完整版本: 填表公式,两个相同的操作,物业月应缴却不成功