优匠羊绒 发表于 2024-12-22 21:50:07

一张表上的数据赋值到另外一张表上进行计算

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这样的两张表格 用什么方法把流程单价赋值到生产流程表的单价上进行计算,望各位大师赐教 ,谢谢

ynhx0077 发表于 2025-1-2 09:20:49

你表述的不太清楚,意思有点像单次进货的单价直接体现到出库单,如果是这样,流程单价表要有一个唯一的表单号,用这个单号做为接口索引,在生产流程表中调用就可

172368105940054 发表于 2025-2-15 15:48:57

使用业务公式,把单价写入你的目标表(要计算的表格)中,前提是你要有一个唯一值来进行匹配,不然没法配对,会出错。
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查看完整版本: 一张表上的数据赋值到另外一张表上进行计算