年度结转库存模块期初数是0期初数为什么是0，不能选择仓库
在用友畅捷通T3财务软件的用友T3库存管理模块中碰到如下 问题，年度结转库存模块期初数是0，详细问题描述如下：期初数为什么是0，不能选择仓库
这个是新账套还是用了很久的账套，如果是开始用的账套一般要先采购记账，然后核算记账后再使用。
您看 这个是不能录入的，？
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
好的，谢谢您！
库存不存在税率调整，因为成本都是不含税的，只有做发票的时候注意要修改了。
我最开始是小规模，后来升级为一般纳税人，库存的税率需要如何调整？
明白了，谢谢您，辛苦了！
如果数量要修改做其他出入库调整单，如果只是金额可以做出入库调整单调整。
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