李兵sz 发表于 2018-6-30 00:54:57

T+总账T+报表能启用部门和项目核算的吗?要出部门利润表和项目利润表,

在用友畅捷通T+财务管理软件的用友T+T-UFO模块中碰到如下 问题,T+总账,详细问题描述如下:
T+报表能启用部门和项目核算的吗?要出部门利润表和项目利润表,设置的公式方法是怎么样的?求教

李兵sz 发表于 2018-6-30 01:55:36

好的 谢谢

用友软件苏娜 发表于 2018-6-30 03:28:51

将需要部门核算和项目核算的科目挂上部门或项目核算,在报表中设置公式选择该科目时,可勾选下面的部门或项目核算
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查看完整版本: T+总账T+报表能启用部门和项目核算的吗?要出部门利润表和项目利润表,