Hallo liebe Community,
im Rahmen eines Studiums hatte ich mir erste Kenntnisse mit VBA aneignen können, die mir aber bei der Problemlösung im Moment nicht helfen und ich daher extern nach Ratschlägen suchen muss.
Mein Anliegen ist Folgendes: Ich versuche eine Excel-Tabelle anzulegen, mit der ich zukünftige Klassenarbeiten (Ich studiere Lehramt) auswerten möchte. Dazu habe ich mir beispielhaft eine Tabelle angelegt und die Teilaufgaben einer imaginären Arbeit mit den entsprechenden Bepunktungen nebeneinander (also in F5, G5, H5 usw.) notiert. Darunter (also in F7, F8, F9,... (für Aufgabe F)) werden die jeweiligen erreichten Punkte der Schüler eingetragen. Sollte ich unaufmerksam sein und versehentlich eine Punktzahl eintragen, die höher als die maximale Punktzahl ist, sollte eine Fehlermeldung erscheinen.
Das habe ich für genau eine Spalte/Aufgabe geschafft. Sobald ich aber weitere Zelleninhalte anderer Spalten programmieren möchte, streikt Excel. Kann mir jemand helfen?
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)
Mein bisheriger Code:
Private Sub Worksheet_Change(ByVal Target As Range)
Dim xFr As String
Dim xWSName As String
xFr = "F7:F31"
xWSName = "Ueberblick"
xF = "F5"
If Intersect(Target, Range("F7:F31")) Is Nothing Then Exit Sub
If IsEmpty(Target) Then Exit Sub
xNumF = (Sheets(xWSName).Range(xF).Value)
If (Target.Value) > (Sheets(xWSName).Range(xF).Value) Then
MsgBox Prompt:="Die eingegebene Punktzahl ist größer als die Maximalpunktzahl, bitte überprüfen! ", Title:="WARNUNG"
End If
End Sub
Mein Code mit dem Versuch eine Aufgabe zu ergänzen:
Private Sub Worksheet_Change(ByVal Target As Range)
Dim xFr As String
Dim xHr As String
Dim xWSName As String
xFr = "F7:F31"
xHr = "H7:H31"
xWSName = "Ueberblick"
xF = "F5"
xH = "H5"
If Intersect(Target, Range("F7:F31")) Is Nothing Then Exit Sub
If IsEmpty(Target) Then Exit Sub
xNumF = (Sheets(xWSName).Range(xF).Value)
If (Target.Value) > (Sheets(xWSName).Range(xF).Value) Then
MsgBox Prompt:="Die eingegebene Punktzahl ist größer als die Maximalpunktzahl, bitte überprüfen! ", Title:="WARNUNG"
If Intersect(Target, Range("H7:H31")) Is Nothing Then Exit Sub
If IsEmpty(Target) Then Exit Sub
xNumH = (Sheets(xWSName).Range(xH).Value)
If (Target.Value) > (Sheets(xWSName).Range(xH).Value) Then
MsgBox Prompt:="Die eingegebene Punktzahl ist größer als die Maximalpunktzahl in H, bitte überprüfen! ", Title:="WARNUNG"
End If
End If
End Sub
Danke schonmal und frohe Weihnachten!
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