月末暂估入库为什么月末暂估商品,跟月初红字回冲商品的单价不一样?月末暂
在用友畅捷通T+财务管理软件的用友T+库存管理模块中碰到如下 问题,月末暂估入库,详细问题描述如下:为什么月末暂估商品,跟月初红字回冲商品的单价不一样?月末暂估与月初红字回冲中间未发生业务。
好的。谢谢
您好,这个应该是数据有问题,建议联系服务商,提交支持网看一下。
image/png;base64,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\">贺:
您好,蓝字回冲单也截图看一下。
data:image/png;base64,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
您好,可以截图看一下吗
您好,应该是月末报销单,是实际进货金额,回冲的是暂估单;
页:
[1]