使用场景:最近在处理一个表格数据的时候出现了一点麻烦。想把另外表2里面对应的的数据放到表1里面,本来表2的ID是乱序的(这里为好看,就顺序排了。),一个个查找复制粘贴比较麻烦,后经大师指点VLOOKUP函数的使用 ,才领略到了此函数的高大上。
复制百度的话:
我们经常会要求查询一个表格中的数据,而这些数据都可以从另外一个表格中轻松获取的,这个时候就需要用到excel中的一个很实用的函数——vlookup函数。
VLOOKUP函数 在表格或数值数组的首列查找指定的数值,并由此返回表格或数组中该数值所在行中指定列处的数值
如下图:图一是个完整的数据源,图二的薪资那列数据是空的,那么我们要做的就是在sheet1表里面搬运薪资的数据到sheet2表里面。
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" 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" alt="" />
图一 图二
我们可以在sheet2表的C2(薪资下空行)里面写入:
=VLOOKUP(A2,Sheet1!$A$:$C$,,)
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" alt="" />
这样就会出现1000这个数字了,跟sheet1的一样的。
VLOOKUP函数里面有四个参数
第一个参数:需要找的是哪个数值匹对。即找谁?A2,即找ID为100这个数值。(找谁?)
第二个参数:需要匹对查找的范围。即根据上面参数,去哪里找? Sheet1!$A$2:$C$14 这个就是说在Sheet1表里面的A2到C14范围查找。这个是 根据Sheet1表里面有多少行数据而设定的。(在哪里找?)
第三个参数:找到后从Sheet1表粘贴什么内容到Sheet2表呢?这参数是利用表的列数来表示的。 数字 3:哈哈,即粘贴Sheet1表里面的第三列内容到Sheet2了。(找到后粘贴什么?)
第四个参数:0即是精确匹配。1为模糊查找。一般填0.
写好这些函数之后,我们按住第一列内容的填充柄下拉即可看到匹配的正确数据了。
在此想问下,有没有自动下拉填充的,我处理了一个数据是50W的,拉了不是一般长的时间才匹配完这些数据。