库存状况表里怎么设置能显示总和数量呢?库存状况表里怎么设置能显示总和数
在用友T1进销存软件的用友T1业务单据模块中碰到如下 问题,库存状况表里怎么设置能显示总和数量呢?,详细问题描述如下:库存状况表里怎么设置能显示总和数量呢?
如果是打印,点击打印报表样式,然后点击合计行中的单元格,右键点击单元格类型,选择插入汇总框,
然后再右键点击统计类型
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