人民币大写怎么实现的,设置单元格格式不行
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本帖最后由 Lato_Howard 于 2020-11-4 10:12 编辑
可以使用填表公式的函数,转化为人民币大写
如下图所示,使用RMB函数即可:
谢谢老师,搞定了
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