自定义函数集合新增SUMIF和VLOOKUP函数

楼主
我是社区第179421位番薯,欢迎点我头像关注我哦~

沙发
发表于 2022-10-23 23:20:33

终于盼到这一天了。
感谢。
板凳
发表于 2022-10-24 00:06:43
<p>同学好。</p>
<p>我安装插件后测试了【SUMIF】函数。</p>
<p>如果勾选了【导出/编辑结果时,保留公式】,导出excel时单元格为0值,不会正常导出公式。</p>
<p>麻烦抽空改进下,谢谢。</p>
<p>&nbsp;</p>
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" alt="" /></p>
地板
发表于 2023-2-12 21:40:45

同学好。

我在V10、V11版本中使用【拓展单元格】,试了下【SumIf函数】,没有效果。

写法为:sumif( '销量数据!A2',A2,'销量数据!B2' )

提示:#VALUE?:cell range error!

Jar包也是符合要求的。

 

使用【静态数据】,单元格不扩展,【SunIf函数】能正常使用。

但是这种业务场景非常少,大多数情况下都是使用【单元格扩展】填充数据。

 

【测试模板】已上传附件,麻烦抽空看一下,我这种情况应该如何书写公式。

谢谢。

 

SumIf函数测试模板.zip (1.62 K)

 

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