老师:您好!
1、我将代码:For Each
dr As DataRow In DataTables("学生成绩统计表").DataRows
dr("语数英_分数")=dr("语文_分数")+dr("数学_分数")+dr("英语_分数")
dr("物化生_分数")=dr("物理_分数")+dr("化学_分数")+dr("生物_分数")
dr("语数英物化生_分数")=dr("语文_分数")+dr("物理_分数")+dr("化学_分数")+dr("生物_分数")
Next
Dim bjs
As List(Of String) = DataTables("学生成绩统计表").GetValues("班级","班级 is not null")
For Each
bj As String In bjs
'获得该班级的全部行,按总分降序排序
Dim drs As List(Of DataRow) = DataTables("学生成绩统计表").Select("[班级] = "
& bj, "语文_分数 desc")
For n As Integer = 0 To drs.Count - 1 '遍历所有行
If n > 0 AndAlso drs(n)("总分") = drs(n-1)(" 语文_分数") Then
'如果总分和上一行相同
drs(n)(" 语文_级名") = drs(n-1)(" 语文_级名") '则排名等于上一行
Else
drs(n)(" 语文_级名") = n
+ 1 '设置排名
End If
Next
Next
带入代码编辑器.DataColChangd.表事件(图一)
![](data:image/png;base64,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)
(图一)
2、当我修改语文分数移动光标后出现(图二)“运行错误”提示
![](data:image/png;base64,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)
(图二)
请教老师一下!
谢谢!!!
我的版本是2021.4.5