eagle_man 发表于 2018-6-30 11:24:14

我资产负债表的应收账款想取这个借方余额,公式应该怎么设?我资产负债表的

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,我资产负债表的应收账款想取这个借方余额,公式应该怎么设?,详细问题描述如下:
https://sto.chanapp.chanjet.com/4a47ecad-3fcd-422b-879b-b2df91606e00/attatchment/2018/04/27/1524798690pW87.png
我资产负债表的应收账款想取这个借方余额,公式应该怎么设?

用友软件苏娜 发表于 2018-6-30 11:48:00

这种方式的需要将科目挂上辅助核算,设置公式时选择借方或贷方,并勾选上辅助核算。取数后,与总账中的辅助余额表,勾选上辅助核算的选项,余额方向选择借方或贷方查询后的余额去核对

月饼勋章 发表于 2018-6-30 12:29:16

我是这样设的,但它算出来的是326651.28-3581.1的余额

用友软件工程师 发表于 2018-6-30 13:22:18

设置公式时选择科目的借方或贷方
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查看完整版本: 我资产负债表的应收账款想取这个借方余额,公式应该怎么设?我资产负债表的