用友T1 成本价和成本金额不一致成本金额524.97如何改成525,我
在用友T1进销存软件的用友T1业务单据模块中碰到如下 问题,用友T1 成本价和成本金额不一致,详细问题描述如下:成本金额524.97如何改成525,我从来没输入过524.97啊,这样成本核算不准确
https://sto.chanapp.chanjet.com/4a47ecad-3fcd-422b-879b-b2df91606e00/attatchment/2017/10/18/1508310157vlkp.png
成本价是由成本金额除于数量计算出来的,请做成本调价单进行调整结存或者做成获赠单调整结存成本后再做赠送单结存成本金额调整正确
按照您的办法设置的,还是这样,成本价与成本金额不一致
设置截图中的单价小数位
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
https://sto.chanapp.chanjet.com/4a47ecad-3fcd-422b-879b-b2df91606e00/attatchment/2017/10/18/1508311729kSiJ.png
如果您说这这设置,那我其他单据都不能带小数点了
这个在哪里设置呢
这个是由于小数位数导致,请把价格的小数位数设置成2看一下,或者把金额的小数位数设置成0进行查看一下
页:
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