kingsirful 发表于 2023-7-15 10:44:47

求教,如何在excel表单函数中把<E8,>E9两处设置为<=E8,=>E9


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


=IF(E10="","",IF(AND(MAX(E10:E19)<E8,MIN(E10:E19)>E9),"OK","NG"))

kingsirful 发表于 2023-7-15 11:42:03

在16949 excel表格中
=IF(E10="","",IF(AND(MAX(E10:E19)<E8,MIN(E10:E19)>E9),"OK","NG"))

上面函数如何改为下面的函数

=IF(E10="","",IF(AND(MAX(E10:E19)<=E8,MIN(E10:E19)=>E9),"OK","NG"))

顽石变成金子 发表于 2023-7-15 11:49:23

kingsirful 发表于 2023-7-15 11:42
在16949 excel表格中
=IF(E10="","",IF(AND(MAX(E10:E19)E9),"OK","NG"))



你不是已经改好了吗

zhaohonggang 发表于 2023-7-15 14:22:42

大于等于>=
小于等于<=
加个=符号就可以了啊

zhaohonggang 发表于 2023-7-15 14:24:29

顽石变成金子 发表于 2023-7-15 11:49
你不是已经改好了吗

:L有种感觉是,楼主不知道怎么在EXCEL中输入函数公式吧。。。。。

缘来便随缘 发表于 2023-7-16 09:21:18

zhaohonggang 发表于 2023-7-15 14:24
有种感觉是,楼主不知道怎么在EXCEL中输入函数公式吧。。。。。

:lol

njkiller 发表于 2023-7-16 11:05:24

学习了

海泉 发表于 2023-7-16 16:59:58

学习了

jackeyhfl 发表于 2023-7-16 18:34:26

{:1_180:}

咿呀咿呀哟 发表于 2023-7-17 08:51:59

双击公式所在单元格,直接修改就好了。
页: [1] 2
查看完整版本: 求教,如何在excel表单函数中把<E8,>E9两处设置为<=E8,=>E9