#include<conio.h>
#include<iostream.h>
main()
{
char kj[3],kw,*jurusan,*wkt;
long int biaya;
cout<<" Latihan Percabangan Dengan Menggunakan Case"<<endl;
cout<<"============================================="<<endl;
cout<<"\n";
cout<<"Masukkan Kode Jurusan [MI/KA/TK] : ",cin>>kj;
cout<<"Masukkan Kode Waktu [P/S] : ",cin>>kw;
cout<<"---------------------------------------------"<<endl;
if (!strcmp(kj,"MI") || !strcmp(kj,"mi"))
jurusan="Manajemen Informatika";
else if (!strcmp(kj,"KA")||!strcmp(kj,"ka"))
jurusan="Komputerisasi Akuntansi";
else
jurusan="Teknik Komputer";
switch (kw)
{
case 'p':
case 'P':
wkt="Pagi";
biaya=1280000;
break;
default:
wkt="Siang";
biaya=1480000;
}
cout<<"Jurusan yang Diambil adalah "<<jurusan<<endl<<endl;
cout<<"Waktu Kuliah = "<<wkt<<endl<<endl;
cout<<"Dengan Biaya Kuliah = Rp. "<<biaya<<endl<<endl;
getch();
}
Jumat, 01 November 2013
Rabu, 25 September 2013
Belajar Pemrograman borland C++
Buat posting kali ini, saya mau nyoba share materi dasar Bahasa Pemrograman C++ yang saya dapet di kampus.
Contoh Program :
#include "constream.h" //fileheader
void main()
{
clrscr(); //Untuk membersihkan Layar
cout<<"It is my first C++ Program\n"; //Perintah Output
cout<<"I am sure that I will be familiar with this";
getch(); //Untuk Menahan Tampilan Layar
}
void main()
{
clrscr(); //Untuk membersihkan Layar
cout<<"It is my first C++ Program\n"; //Perintah Output
cout<<"I am sure that I will be familiar with this";
getch(); //Untuk Menahan Tampilan Layar
}
Lalu save dan beri nama. File-file C++ memiliki akhiran .CPP misal PROGRAM1.CPP
Setelah di save lalu Compile dengan menekan F9. Jika sudah tidak ada
eror jalankan programnya CTRL+F9 lalu lihat hasilnya. Kira2 kaya gini
hasilnya
Deskripsi program :
- #include "constream.h" : merupakan file header gabungan dari "iostream.h" dan "conio.h", jadi bisa aja ditulis satu2, #include "iostream.h" dan #include "conio.h". File header digunakan untuk mengenalkan fungsi2 yg akan kita gunakan pada program yg kita buat. Simpelnya sih, file header itu kamusnya C++
- clrscr() : digunakan untuk menghapus tampilan layar. Jika sebelumnya kita sudah membuat program, dan tidak menggunakan clrscr() makan tampilan program akan menumpuk. Coba saja hapus clrscr() lalu jalankan program sebanyak 2x atau lebih, lihat gmn hasilnya.
- cout<< :digunakan untuk menampilkan data yang kita inginkan. Bisa juga pake printf(), tp nanti pasti akan dibahas menggunakan printf()
- getch() : digunakan untuk menahan tampilan layar. Coba aja hapus itu getch, hasil g bkl muncul. Sebenernya bukan g muncul, tapi tampilan layar hasil program lsg otomatis kembali ke program C++, tp jika kita tidak menggunakan getch() dan ingin melihat hasilnya bisa tekan ALT+F5.
Senin, 23 September 2013
Latihan Mengejakan Soal-soal.
Latihan
1. Buatlah program untuk menghitung nilai rata-rata dari seorang siswa, dengan ketentuan sebagai berikut :
Layar Masukan (input)
PROGRAM NILAI HITUNG RATA-RATA
Nim Siswa : (input)
Nama Siswa : (input)
Nilai Tugas I : (input)
Nilai Tugas II : (input)
Nilai Tugas III : (input)
Layar Keluaran (output)
Nim (output) Siswa yang bernama (output)
Memperoleh nilai rata-rata (output) dari hasil tugas yang diikutinya.
2. Buatlah program untuk menghitung nilai akhir seorang siswa dari kursus yang diikutinya. Dengan ketentuan sbb :
PROGRAM HITUNG NILAI AKHIR
Nama Siswa :
Nilai Keaktifan :
Nilai Tugas :
Nilai Ujian :
Layar Keluaran
Siswa yang bernama ....
Dengan Nilai Persentasi Yang Dihasilkan.
Nilai Keatifan * 20% :
Nilai Tugas * 30% :
Nilai Ujian * 50% :
Jadi Siswa yang benama ..... memperoleh nilai akhir sebesar ...
Jawaban
1. Listing
Hasil Running
2. Listing
![](data:image/png;base64,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)
Hasil running
1. Buatlah program untuk menghitung nilai rata-rata dari seorang siswa, dengan ketentuan sebagai berikut :
- Nim Siswa, Nama Siswa, Nilai tugas I, Nilai tugas II, Nilai tugas III diinput.
- Nilai rata-rata merupakan hasil dari Nilai tugas 1, II,dan III dibagi dengan 3.
- Tampilan yang diinginkan sebagai berikut :
Layar Masukan (input)
PROGRAM NILAI HITUNG RATA-RATA
Nim Siswa : (input)
Nama Siswa : (input)
Nilai Tugas I : (input)
Nilai Tugas II : (input)
Nilai Tugas III : (input)
Layar Keluaran (output)
Nim (output) Siswa yang bernama (output)
Memperoleh nilai rata-rata (output) dari hasil tugas yang diikutinya.
2. Buatlah program untuk menghitung nilai akhir seorang siswa dari kursus yang diikutinya. Dengan ketentuan sbb :
- Nama siswa, Nilai keaktifan, Nilai tugas, Nilai ujian diinput.
- Proses yang di lakukan untuk mendapatkan nilai murni dari masing-masing nilai.
- Nilai murni keaktifan = Nilai keaktifan dikalikan dengan 20%
- Nilai murni tugas = Nilai tugas dikalikan dengan 30%
- Nilai mutni ujian = Niilai tugas dikalikan dengan 50%
- Nilai akhir adalah Nilai murni keatifan + Nilai murni tugas + Nilai murni ujian.
- Tampilan yang diinginkan adalah sbb :
PROGRAM HITUNG NILAI AKHIR
Nama Siswa :
Nilai Keaktifan :
Nilai Tugas :
Nilai Ujian :
Layar Keluaran
Siswa yang bernama ....
Dengan Nilai Persentasi Yang Dihasilkan.
Nilai Keatifan * 20% :
Nilai Tugas * 30% :
Nilai Ujian * 50% :
Jadi Siswa yang benama ..... memperoleh nilai akhir sebesar ...
Jawaban
1. Listing
Hasil Running
2. Listing
Hasil running
Langganan:
Postingan (Atom)
Hello World
![](https://z-1-scontent-sin.xx.fbcdn.net/hphotos-ash2/v/t1.0-9/1520663_727448247267801_659507095_n.jpg?oh=b1a6c2576e715683c022099b793854f8&oe=55DBA4A1)