Vielen Dank für eure Antworten. Da habe ich mich wohl wirklich schlecht ausgedrückt! Ich will es nochmal versuchen zu erklären. Die Berechnung würde ich gerne in VBA lösen. Ich möchte gerne die Berechnung A1 für die Komponente 1 auf die darunterliegenden Zellen erweitern (blauer Pfeil). Das Ergebnis für die Berechnung A1 findet man in der Zelle (49,2).
Zur Erklärung, die Zeile 19 und 49 ist für die Komponente 1. Dabei findet man in der Zeile 19 Eingabewerte (rote Markierung) die später ausgefüllt werden können. In der Zeile 49 werden dann entsprechende Berechnungen ausgegeben (blaue Markierung). In der Zeile 19 gibt es allerdings eine Zwischenrechnung n (blaue Markierung).
Bei der Zeile 20 findet man also wieder Eingabewerte und in Zeile 50 wieder die notwendigen Ergebnisse für die Komponente 2.
![](data:image/png;base64,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)
Die Frage ist, ob es eine Möglichkeit gibt, die Berechnung A1 mit den entsprechenden Eingabewerten der jeweiligen Komponente zu erweitern? Ich hoffe damit wird mein Problem nochmals transparenter.
Option Explicit
Sub Berechnung()
'Variablendeklaration "Eingabe Tabelle2"
Dim intzins As Integer
Dim intk As Integer
'Variablendeklaration "Eingabe Tabelle3"
Dim inttn As Integer
Dim dbla0 As Double
Dim dbln As Double
'Variablendeklaration "Ausgabe Tabelle3"
Dim dbla1 As Double
'Variablendeklaration im "Programm"
Dim q As Double
Dim rk As Double
'Zuweisung der Variablen "Tabelle2"
intzins = Tabelle2.Cells(4, 6)
intk = Tabelle2.Cells(5, 6)
'Zuweisung der Variablen "Tabelle3"
inttn = Tabelle3.Cells(19, 2)
dbla0 = Tabelle3.Cells(19, 10)
'Variablenwerte im "Programm"
q = 1 + (intzins / 100)
rk = 1 + (intk / 100)
'Rechenvorgang "A1"
If (dbln = 0) Then
Tabelle3.Cells(49, 2).Value = 0
Else
dbla1 = (rk ^ (1 * inttn)) / (q ^ (1 * inttn))
dbla1 = dbla1 * dbla0
'Ergebnis auf 2 Nachkommastellen runden
Tabelle3.Cells(49, 2) = Round(dbla1, 2)
'Ausgabe des Ergebnis
dbla1 = Tabelle3.Cells(49, 2)
End If
End Sub
Über eine Antwort würde ich mich freuen.
Beste Grüße Flo
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