二者明明值是相等的,不知为何会弹出提示框?请老师指点!
![图片点击可在新窗口打开查看](data:image/png;base64,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)
CurrentChanged代码:
If Forms("应收款").Opened Then
Dim t2 As WinForm.Table = Forms("应收款").Controls("Table2") '子表
Dim jzhje As WinForm.NumericComboBox = Forms("应收款").Controls("ncb_JZHJE") '记账金额
Dim fpje As WinForm.NumericComboBox = Forms("应收款").Controls("ncb_fpje") 'fa piao金额
jzhje.FormatString = "#,###.00"
fpje.FormatString = "#,###.00"
If e.Table.Current IsNot Nothing Then
jzhje.Value = 0 '初始化,以免形成累计值。
'通过For Each Next循环取得当前行所有数值列的总和。
For Each c As Col In e.Table.Cols
If c.IsNumeric Then
jzhje.Value = jzhje.Value + e.Table.Current(c.Name)
End If
Next
End If
' Filter = "账单编号 = '" & e.Table.Current("账单编号") & "'"
fpje.Value = t2.Table.Compute("Sum(金额)") + t2.Table.Compute("Sum(税额)")
'若二者金额不一致,则弹出提示框,并将其底色设置为红色。
If jzhje.Value <> fpje.Value Then
jzhje.BackColor = Color.Red
fpje.BackColor = Color.Red
MessageBox.Show("【记账金额】与【fa piao金额】不相符!" & vbCrLf & "请核查!", "提示", MessageBoxButtons.YesNo, MessageBoxIcon.Warning)
Else
jzhje.BackColor = Color.NavajoWhite
fpje.BackColor = Color.NavajoWhite
End If
End If
[此贴子已经被作者于2023/11/30 21:03:25编辑过]