Membuat Aplikasi Kalkulator sederhana dengan Delphi7

Ini merupakan tulisan pertama saya tentang delphi7 Saya akan membahas tentang cara Membuat Aplikasi Kalkulator sederhana dengan Delphi7. 1. Jalankan terlebih dahulu program Delphi7 2.Tambahkan Edit 2buah, Label 3buah, Button 4buah 3. Bentuk Menjadi sedemikian rupa 4. Tambahkan Kode Kode untuk button1(Tambah) : procedure TForm1.Button1Click(Sender: TObject); var angka1,angka2,hasil:single; begin angka1 := strtofloat(edit1.Text); angka2 := strtofloat(edit2.Text); hasil := angka1+angka2; label3.caption := floattostr(hasil); end; Kode untuk button2(Kurang) : procedure TForm1.Button2Click(Sender: TObject); var angka1,angka2,hasil:single; begin angka1 := strtofloat(edit1.Text); angka2 := strtofloat(edit2.Text); hasil := angka1-angka2; label3.caption := floattostr(hasil); end; Kode untuk button3 (Kali) : procedure TForm1.Button3Click(Sender: TObject); var angka1,angka2,hasil:single; begin angka1 := strtofloat(edit1.Text); angka2 := strtofloat(edit2.Text); hasil := angka1*angka2; label3.caption := floattostr(hasil); end; Kode untuk button4(Bagi) : procedure TForm1.Button4Click(Sender: TObject); var angka1,angka

Ini merupakan tulisan pertama saya tentang delphi7 Saya akan membahas tentang cara Membuat Aplikasi Kalkulator sederhana dengan Delphi7.
1. Jalankan terlebih dahulu program Delphi7
2.Tambahkan Edit 2buah, Label 3buah, Button 4buah
3. Bentuk Menjadi sedemikian rupa

4. Tambahkan Kode
Kode untuk button1(Tambah) :
procedure TForm1.Button1Click(Sender: TObject);
var angka1,angka2,hasil:single;
begin
angka1 := strtofloat(edit1.Text);
angka2 := strtofloat(edit2.Text);
hasil := angka1+angka2;
label3.caption := floattostr(hasil);
end;
Kode untuk button2(Kurang) :
procedure TForm1.Button2Click(Sender: TObject);
var angka1,angka2,hasil:single;
begin
angka1 := strtofloat(edit1.Text);
angka2 := strtofloat(edit2.Text);
hasil := angka1-angka2;
label3.caption := floattostr(hasil);
end;
Kode untuk button3 (Kali) :
procedure TForm1.Button3Click(Sender: TObject);
var angka1,angka2,hasil:single;
begin
angka1 := strtofloat(edit1.Text);
angka2 := strtofloat(edit2.Text);
hasil := angka1*angka2;
label3.caption := floattostr(hasil);
end;
Kode untuk button4(Bagi) :
procedure TForm1.Button4Click(Sender: TObject);
var angka1,angka2,hasil:single;
begin
angka1 := strtofloat(edit1.Text);
angka2 := strtofloat(edit2.Text);
hasil := angka1/angka2;
label3.caption := floattostr(hasil);
end;
5. Jalankan program
 

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MUHAMMAD FIQIH: Membuat Aplikasi Kalkulator sederhana dengan Delphi7
Membuat Aplikasi Kalkulator sederhana dengan Delphi7
Ini merupakan tulisan pertama saya tentang delphi7 Saya akan membahas tentang cara Membuat Aplikasi Kalkulator sederhana dengan Delphi7. 1. Jalankan terlebih dahulu program Delphi7 2.Tambahkan Edit 2buah, Label 3buah, Button 4buah 3. Bentuk Menjadi sedemikian rupa 4. Tambahkan Kode Kode untuk button1(Tambah) : procedure TForm1.Button1Click(Sender: TObject); var angka1,angka2,hasil:single; begin angka1 := strtofloat(edit1.Text); angka2 := strtofloat(edit2.Text); hasil := angka1+angka2; label3.caption := floattostr(hasil); end; Kode untuk button2(Kurang) : procedure TForm1.Button2Click(Sender: TObject); var angka1,angka2,hasil:single; begin angka1 := strtofloat(edit1.Text); angka2 := strtofloat(edit2.Text); hasil := angka1-angka2; label3.caption := floattostr(hasil); end; Kode untuk button3 (Kali) : procedure TForm1.Button3Click(Sender: TObject); var angka1,angka2,hasil:single; begin angka1 := strtofloat(edit1.Text); angka2 := strtofloat(edit2.Text); hasil := angka1*angka2; label3.caption := floattostr(hasil); end; Kode untuk button4(Bagi) : procedure TForm1.Button4Click(Sender: TObject); var angka1,angka
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https://muhammadfiqih-code.blogspot.com/2016/09/membuat-aplikasi-kalkulator-sederhana.html
https://muhammadfiqih-code.blogspot.com/
http://muhammadfiqih-code.blogspot.com/
http://muhammadfiqih-code.blogspot.com/2016/09/membuat-aplikasi-kalkulator-sederhana.html
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