年结存后T+普及版年结存后其他应收款中的部分科目没有了,导致金额也对不
在用友畅捷通T+财务管理软件的用友T+总账模块中碰到如下 问题,年结存后,详细问题描述如下:T+普及版年结存后其他应收款中的部分科目没有了,导致金额也对不上
要在科目对照中重新做下科目对照,将两个年度的对应关系设置下并保存:
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
我在18年的账套科目档案里手动添加了差异科目!为什么打开科目对照表,差异科目还是显示这几个手动添加的科目?是不是没点科目对照表里面的保存?
也可以直接手工输入期初余额的
手动添加了科目,重新结转17年12月份的账,但是数据还是结转不过来!我把没有结转到18年的数据手动填写到18年的期初了,这样可以吗?对软件有影响吗?
17年度有而18年度没有的科目,用18年日期登录账套在科目档案中添加好,辅助核算要与上年保持一致
在科目对照里面直接添加?还是要在会计科目里面新增?
用新年度登录账套,在基础设置-科目-差异科目中检查是否有差异科目,将17年度有而18年度没有的科目手工添加后,重新需做下科目对照,将两个年度的关系对应好后,重新做下12月份结账
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