又恐别倾城 发表于 2025-2-24 17:07:07

新人问个小白问题,明细表求合用哪个函数

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我想求明细里清单合价,不知道用哪个函数,好像没有sum

又恐别倾城 发表于 2025-2-24 17:09:42

截图没发上去,我说的是系统里的函数,不是excel表里的函数,我需要用赋值求出这个合计的数

李。Ray 发表于 2025-3-11 16:34:01

填表公式里边用价格值变化赋值清单合价,数据源选择明细表,勾选多选时合成记录为一条,在赋值表单时中选择数据源.价格,这样就可以了
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查看完整版本: 新人问个小白问题,明细表求合用哪个函数