填制销售出库单时能设置上数量合计吗T3标准版账表+单核算模块,填制销售
在用友畅捷通T3财务软件的用友T3初始化模块中碰到如下 问题,填制销售出库单时能设置上数量合计吗,详细问题描述如下:T3标准版账表+单核算模块,填制销售出库单时数量能设置上合计吗?谢谢!
在基础设置-单据设计中找到销售出库单,在数量这一列最后灰色的这一行上双击,会有两个加号出现,保存单据,添加单据时数量这里就会合计:
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