Thema Datum  Von Nutzer Rating
Antwort
22.11.2021 16:04:51 Diana
NotSolved
22.11.2021 18:58:32 ralf_b
NotSolved
Rot Eintrag ändern und Eintrag löschen
24.11.2021 10:21:32 Gast28141
NotSolved
24.11.2021 18:31:39 ralf_b
Solved
24.11.2021 22:12:22 Gast63164
NotSolved
25.11.2021 06:53:13 ralf_b
NotSolved
25.11.2021 07:09:30 Diana
NotSolved

Ansicht des Beitrags:
Von:
Gast28141
Datum:
24.11.2021 10:21:32
Views:
709
Rating: Antwort:
  Ja
Thema:
Eintrag ändern und Eintrag löschen

Hallo Ralf

Ich danke dir herzlich für deine Antwort und die Zeit, die du dir genommen hast.

Ich habe es angeschaut, aber leider verstehe ich deine Programierung nicht. Ich bin wirklich ein absoluter Neuling was VBA betrifft.

Wie ich sehe hast du andere Codes verwendet, als ich. (Ich habe meine durch irgendwelche Tutorials im Netz gefunden und etwas zusammengebastelt.

Ich würde gerne den Eintrag löschen können oder wenn ich direkt in die Texboxes schreibe diesen Eintrag ändern und gleich speichern lassen.

Wäre es möglich diese zwei ("Eintrag löschen" und "Änderungen speichern") Programmierungen in mein vorhandenes Projekt einzubinden?

Ich danke tausendmal

LG Diana

 

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Private Sub ComboBox1_Change()
On Error GoTo EERR
Dim AAAZ As Long
   
TextBox1.Value = ""
TextBox2.Value = ""
TextBox3.Value = ""
TextBox4.Value = ""
TextBox5.Value = ""
 
If ComboBox1.Value <> "" Then
AAAZ = CDbl(Tabelle2.Range("A2:A5002").Cells.Find(What:=ComboBox1.Value, lookat:=xlWhole).Row)
TextBox1.Value = Tabelle2.Cells(AAAZ, 2).Value
TextBox2.Value = Tabelle2.Cells(AAAZ, 3).Value
TextBox3.Value = Tabelle2.Cells(AAAZ, 4).Value
TextBox4.Value = Tabelle2.Cells(AAAZ, 5).Value
TextBox5.Value = Tabelle2.Cells(AAAZ, 6).Value
End If
 
 
Exit Sub
EERR:
ComboBox1.Value = ""
End Sub
 
Private Sub UserForm_Initialize()
On Error GoTo EERR
With UserForm1
.Height = 450
.Width = 650
End With
   
 
Tabelle2.Activate
With Tabelle2
ComboBox1.RowSource = .Range(.Cells(2, 1), .Cells(.Cells(Rows.Count, 1).End(xlUp).Row, 1)).Address(External:=True)
End With
 
   
Exit Sub
EERR:
End Sub

 


Ihre Antwort
  • Bitte beschreiben Sie Ihr Problem möglichst ausführlich. (Wichtige Info z.B.: Office Version, Betriebssystem, Wo genau kommen Sie nicht weiter)
  • Bitte helfen Sie ebenfalls wenn Ihnen geholfen werden konnte und markieren Sie Ihre Anfrage als erledigt (Klick auf Häckchen)
  • Bei Crossposting, entsprechende Links auf andere Forenbeiträge beifügen / nachtragen
  • Codeschnipsel am besten über den Code-Button im Text-Editor einfügen
  • Die Angabe der Emailadresse ist freiwillig und wird nur verwendet, um Sie bei Antworten auf Ihren Beitrag zu benachrichtigen
Thema: Name: Email:



  • Bitte beschreiben Sie Ihr Problem möglichst ausführlich. (Wichtige Info z.B.: Office Version, Betriebssystem, Wo genau kommen Sie nicht weiter)
  • Bitte helfen Sie ebenfalls wenn Ihnen geholfen werden konnte und markieren Sie Ihre Anfrage als erledigt (Klick auf Häckchen)
  • Bei Crossposting, entsprechende Links auf andere Forenbeiträge beifügen / nachtragen
  • Codeschnipsel am besten über den Code-Button im Text-Editor einfügen
  • Die Angabe der Emailadresse ist freiwillig und wird nur verwendet, um Sie bei Antworten auf Ihren Beitrag zu benachrichtigen

Thema Datum  Von Nutzer Rating
Antwort
22.11.2021 16:04:51 Diana
NotSolved
22.11.2021 18:58:32 ralf_b
NotSolved
Rot Eintrag ändern und Eintrag löschen
24.11.2021 10:21:32 Gast28141
NotSolved
24.11.2021 18:31:39 ralf_b
Solved
24.11.2021 22:12:22 Gast63164
NotSolved
25.11.2021 06:53:13 ralf_b
NotSolved
25.11.2021 07:09:30 Diana
NotSolved