期间损益结转如何设置?请问为什么本年利润有的为空呢?
在用友畅捷通T3财务软件的用友T3总账系统模块中碰到如下 问题,期间损益结转如何设置?,详细问题描述如下:请问为什么本年利润有的为空呢?
不用谢
好的!谢谢!
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
期间损益结转如何设置?同事管理费用科目下的二级科目为什么不结转到本年利润科目?
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