Terlebih dahulu buatlah form seperti berikut ini:
![](data:image/png;base64,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)
Kemudian masukkan source code berikut ini:
Dim Celcius As Single
Dim Reamur As Single
Dim Fahrenheit As Single
Dim Kelvin As Single
Private Sub Command1_Click()
If Option1.Value = True Then
Celcius = Val(Text1.Text)
Reamur = Celcius * 0.8
Fahrenheit = (Celcius * 9 / 5) + 32
Kelvin = Celcius + 273
IsiText
End If
If Option2.Value = True Then
Reamur = Val(Text2.Text)
Celcius = Reamur * 1.25
Fahrenheit = (Celcius * 9 / 5) + 32
Kelvin = Celcius + 273
IsiText
End If
If Option3.Value = True Then
Fahrenheit = Val(Text3.Text)
Celcius = (Fahrenheit – 32) * 5 / 9
Reamur = Celcius * 0.8
Kelvin = Celcius + 273
IsiText
End If
If Option4.Value = True Then
Kelvin = Val(Text4.Text)
Celcius = Kelvin – 273
Reamur = Celcius * 0.8
Fahrenheit = (Celcius * 9 / 5) + 32
IsiText
End If
End Sub
Private Sub Option1_Click()
If Option1.Value = True Then
Text1.Enabled = True
Text2.Enabled = False
Text3.Enabled = False
Text4.Enabled = False
KosongkanText
End If
End Sub
Private Sub Option2_Click()
If Option2.Value = True Then
Text1.Enabled = False
Text2.Enabled = True
Text3.Enabled = False
Text4.Enabled = False
KosongkanText
End If
End Sub
Private Sub Option3_Click()
If Option3.Value = True Then
Text1.Enabled = False
Text2.Enabled = False
Text3.Enabled = True
Text4.Enabled = False
KosongkanText
End If
End Sub
Private Sub Option4_Click()
If Option4.Value = True Then
Text1.Enabled = False
Text2.Enabled = False
Text3.Enabled = False
Text4.Enabled = True
KosongkanText
End If
End Sub
Sub KosongkanText()
Text1.Text = “”
Text2.Text = “”
Text3.Text = “”
Text4.Text = “”
End Sub
Sub IsiText()
Text1.Text = Celcius
Text2.Text = Reamur
Text3.Text = Fahrenheit
Text4.Text = Kelvin
End Sub
Kemudian masukkan source code berikut ini:
Dim Celcius As Single
Dim Reamur As Single
Dim Fahrenheit As Single
Dim Kelvin As Single
Private Sub Command1_Click()
If Option1.Value = True Then
Celcius = Val(Text1.Text)
Reamur = Celcius * 0.8
Fahrenheit = (Celcius * 9 / 5) + 32
Kelvin = Celcius + 273
IsiText
End If
If Option2.Value = True Then
Reamur = Val(Text2.Text)
Celcius = Reamur * 1.25
Fahrenheit = (Celcius * 9 / 5) + 32
Kelvin = Celcius + 273
IsiText
End If
If Option3.Value = True Then
Fahrenheit = Val(Text3.Text)
Celcius = (Fahrenheit – 32) * 5 / 9
Reamur = Celcius * 0.8
Kelvin = Celcius + 273
IsiText
End If
If Option4.Value = True Then
Kelvin = Val(Text4.Text)
Celcius = Kelvin – 273
Reamur = Celcius * 0.8
Fahrenheit = (Celcius * 9 / 5) + 32
IsiText
End If
End Sub
Private Sub Option1_Click()
If Option1.Value = True Then
Text1.Enabled = True
Text2.Enabled = False
Text3.Enabled = False
Text4.Enabled = False
KosongkanText
End If
End Sub
Private Sub Option2_Click()
If Option2.Value = True Then
Text1.Enabled = False
Text2.Enabled = True
Text3.Enabled = False
Text4.Enabled = False
KosongkanText
End If
End Sub
Private Sub Option3_Click()
If Option3.Value = True Then
Text1.Enabled = False
Text2.Enabled = False
Text3.Enabled = True
Text4.Enabled = False
KosongkanText
End If
End Sub
Private Sub Option4_Click()
If Option4.Value = True Then
Text1.Enabled = False
Text2.Enabled = False
Text3.Enabled = False
Text4.Enabled = True
KosongkanText
End If
End Sub
Sub KosongkanText()
Text1.Text = “”
Text2.Text = “”
Text3.Text = “”
Text4.Text = “”
End Sub
Sub IsiText()
Text1.Text = Celcius
Text2.Text = Reamur
Text3.Text = Fahrenheit
Text4.Text = Kelvin
End Sub
0 comments:
Posting Komentar