semester lalu saya di kasih tugas bikin program C++ kebetulan si ilham lagi lewat kata ilham bikin konversi bilangan aja bang....
listing program:
/*PROGRAM EDIT KONVERSI BILANGAN*/
#include <stdio.h> // head standar
#include <iostream.h> // head untuk cout dan cin
#include <conio.h> // head untuk clrscr
void main() // kepala program
{ //blok tubuh program
int d; //inisialisasi variable integer bilangan bulat
int i=0,n,j,b[100]; //inisialisasi variable terdapat array satu dimensi
char karakter; //inisialisasi character
awal: // check point untuk mengulang program
clrscr (); // untuk membersihkan layar pada saat program di ulang
cout<<"\n\n\t\tmenu:\n"; // menampilkan kata menu menggunakan cout
cout<<"\n\n\t\t[1] Desimal ke Biner\n"; // menampilkan(write)
cout<<"\t\t[2] Desimal ke Oktal\n"; // menampilkan (write)
cout<<"\t\t[3] Desimal ke Hexadesimal\n"; //menampilkan (write)
cout<<"\n\n\t\tpilihan hanya 1 s/d 3"; //menampilkan (write)
cout<<"\n\t\tsilahkan pilih menu: "; //menampilakan (write)
cin>>d; //memasukan input keyboard (read) ke variable d
switch(d) //penyeleksian kondisi pada case
{ //blok tubuh switch
case 1: //pilihan pertama
cout<<"\n\t\tmasukan angka desimal: "; //menampilkan kata
cin>>n; //memasukan input keyboard ke var n
while(n>0) // notasi pengulangan jika bernilai true maka lanjut ke instruksi selanjutnya
{ //blok tubuh while 1
b[i]=n%2; //penugasan array b[i]
n=n/2; // penugasan variable n
i++; // variable i menaik atau bertambah
} //akhir tubuh while 1
cout<<"\n\t\tdalam biner: "; // menampilkan kata
j=i-1; // penugasan atau penkondisian j
for (i=j;j>=0;j--) // pengulangan for jumlah pengulangan sudah diketahui dan j menurun
{ // blok tubuh for1
cout<<b[j]; // menampilkan b[j]
} // akhir tubuh for 1
break; // berhenti dan next pada instruksi selanjutnya
case 2: // pilihan ke dua
cout<<"\n\t\tmasukan angka desimal: "; //menampilkan kata
cin>>n; // input data keyboard pada variable n
while (n>0) // notasi pengulangan while jika true maka lanjut
{ // blok tubuh while 2
b[i]=n%8; // penugasan array b[i]
n=n/8; // penugasan variable n
i++; // variable i menaik
} // akhir tubuh while 2
printf("\n\t\tdalam oktal :"); // menampilkan kata
j=i-1; // penugasan j dikurang 1
for (i=j;j>=0;j--) //pengulangan for dan variable j menurun
{ //blok tubuh for 2
cout<<b[j]; // menampilkan kata
} // akhir for 2
break; // stop atau batas case2
case 3: // pilihan ke 3
cout<<"\n\t\tmasukan angka desimal: "; // menampilkan kata
cin>>n; // input data keyboard dan dimasukan pada variable n
while (n>0) // notasi while jika kondisi true maka lanjut
{ // blok tubuh while 3
b[i]=n%16; // penugasan array satu dimensi
n=n/16; // penugasan kondisi variable n
i++; // variable i menaik
} // akhir tubuh while 3
cout<<"\n\t\tdalam hexa:"; //menampilkan kata
j=i-1; // penugasan j
for (i=j;j>=0;j--) // pengulangan for jml pengulangannya sdh di ketahui dan j menurun
{ // blok tubuh for 3
if(b[j]<10) // pemilihan kondisi b, jika kondisi true maka lanjut
{ // blok tubuh if
cout<<b[j]; // menampilkan b[j]
} //akhir tubuh if
else // notasi pasangan if jika kondisi if false b[j] lebih dari 10
{ // blok tubuh else
switch(b[j]) // penyeleksian kondisi pada b[j] jika b[j]>10
{ // blok tubuh switch
case 10: // bila b[j]=10 maka tulis A
cout<<"A"; //menampilkan A
break; //stop
case 11: // bila b[j]=11 maka tulis B
cout<<"B"; //menampilkan B
break; // stop
case 12: // bila b[j] = 12 maka tulis C
cout<<"C"; // menampilkan C
break; // stop
case 13: // bila b[j]=13 maka tulis D
cout<<"D"; // menampilkan D
break; // stop
case 14: // bila b[j]= 14 maka tulis E
cout<<"E"; //menampilkan E
break; //stop
case 15: // bila b[j] = 15 maka tulis F
cout<<"F"; // menampilkan F
break; // stop
} // akhir tubuh switch b[j]
} // akhir tubuh ele
} //akhir tubuh if
} // akhir tubuh switch d
cout<<"\n\n\t\tcoba lagi? y/n"; // menampilkan kata
karakter=getch(); // membaca karakter input keyboard
if(karakter=='y') // jika karakter sama dengan y
{ //blok badan if 2
goto awal; // loncat ke awal:
} //akhir badan if
else // atau bila karakter tidak true ‘y’ maka tampilkan
{cout<<"\n\n\t\tterima kasih telah menggunakan program ini";}
} // akhir tubuh program
tampilan program
![](data:image/png;base64,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)