tag:blogger.com,1999:blog-44018360575175912502024-03-13T18:08:53.498-07:00Fajar Aji SaputraAnonymoushttp://www.blogger.com/profile/10941914755477247749noreply@blogger.comBlogger53125tag:blogger.com,1999:blog-4401836057517591250.post-18656108062279703362017-06-15T22:20:00.002-07:002017-06-15T22:20:48.316-07:00workshop 10#include <iostream><br />
#include <conio.h><br />
using namespace std;<br />
<br />
class Mhs {<br />
public:<br />
void Buat_berikut_list();<br />
char Nama[20];<br />
char Nim[10];<br />
Mhs *berikut;<br />
};<br />
<br />
void Mhs::Buat_berikut_list(){<br />
Mhs *Ptr_Kepala = NULL;<br />
Mhs *Ptr_Baru;<br />
char lagi;<br />
do {<br />
Ptr_Baru = new Mhs;<br />
cout << "\nNama Mahasiswa : ";<br />
cin >> Ptr_Baru->Nama;<br />
cout << "Nim Mhs : ";<br />
cin >> Ptr_Baru->Nim;<br />
Ptr_Baru->berikut = Ptr_Kepala;<br />
Ptr_Kepala = Ptr_Baru;<br />
cout << "Tambah (y/t) : ";<br />
} while ((lagi=getch()) !='t');<br />
cout << "\nAnda telah memasukkan data : ";<br />
Mhs *cetak = Ptr_Kepala;<br />
// mencetak isi link list<br />
while (cetak != NULL) {<br />
cout << "\nNama Mahasiswa : " << cetak->Nama;<br />
cout << "\tNim Mhs : " << cetak->Nim;<br />
cetak = cetak->berikut;<br />
}<br />
}<br />
main() {<br />
Mhs *simpul;<br />
simpul->Buat_berikut_list();<br />
getch();<br />
}<br />
<br />
Mahasiswa<br />
<br />
#include <iostream><br />
using namespace std;<br />
<br />
<br />
class Mhs {<br />
public :<br />
int nim;<br />
char nilai;<br />
};<br />
typedef Mhs *Ptrmhs;<br />
main() {<br />
Ptrmhs P1, P2, P3;<br />
P1 = new Mhs;<br />
P1->nim = 101;<br />
P1->nilai = 'A';<br />
cout << "P1 : " << P1->nim << " " << P1->nilai << endl;<br />
P2 = new Mhs;<br />
P2 = P1; /* salin alamatnya */<br />
cout << "P2 : " << P2->nim << " " << P2->nilai << endl;<br />
P2->nim = 102;<br />
P2->nilai = 'B';<br />
cout << "P1 : " << P1->nim << " " << P1->nilai << endl;<br />
cout << "P2 : " << P2->nim << " " << P2->nilai << endl;<br />
P3 = new Mhs;<br />
*P3 = *P1; /* salin isinya */<br />
cout << "P1 : " << P1->nim << " " << P1->nilai << endl;<br />
cout << "P3 : " << P3->nim << " " << P3->nilai << endl;<br />
P3->nim = 103;<br />
P3->nilai = 'C';<br />
cout << "P1 : " << P1->nim << " " << P1->nilai << endl;<br />
cout << "P3 : " << P3->nim << " " << P3->nilai << endl;<br />
<br />
return 0;<br />
}<br />
<br />
<br />
Latihan<br />
<br />
Modifikasilah struktur data dari algoritma 9.1. dan algoritma 9.2. sehingga sesuai dengan<br />
tabel di bawah ini dengan menggunakan link list.<br />
<br />
<br />
<table border="1" style="height: 253px; text-align: center; width: 524px;">
<tbody>
<tr>
<td rowspan="2" width="44"><div style="text-align: center;">
NO</div>
</td>
<td rowspan="2" width="86"><div style="text-align: center;">
NIM</div>
</td>
<td rowspan="2" width="104"><div style="text-align: center;">
NAMA</div>
</td>
<td colspan="2"><div style="text-align: center;">
UJIAN</div>
</td>
<td colspan="2"><div style="text-align: center;">
NILAI</div>
</td>
</tr>
<tr>
<td height="23" width="63"><div style="text-align: center;">
MID</div>
</td>
<td width="57"><div style="text-align: center;">
AKHIR</div>
</td>
<td width="63"><div style="text-align: center;">
TOTAL</div>
</td>
<td width="61"><div style="text-align: center;">
HURUF</div>
</td>
</tr>
<tr>
<td><div style="text-align: center;">
1</div>
</td>
<td><div style="text-align: center;">
1600018037</div>
</td>
<td><div style="text-align: center;">
AJI</div>
</td>
<td><div style="text-align: center;">
80</div>
</td>
<td><div style="text-align: center;">
95</div>
</td>
<td><div style="text-align: center;">
90</div>
</td>
<td><div style="text-align: center;">
A</div>
</td>
</tr>
<tr>
<td height="30"><div style="text-align: center;">
2</div>
</td>
<td><div style="text-align: center;">
1600018019</div>
</td>
<td><div style="text-align: center;">
OKO</div>
</td>
<td><div style="text-align: center;">
45</div>
</td>
<td><div style="text-align: center;">
30 </div>
</td>
<td><div style="text-align: center;">
35 </div>
</td>
<td><div style="text-align: center;">
D</div>
</td>
</tr>
<tr>
<td><div style="text-align: center;">
3</div>
</td>
<td><div style="text-align: center;">
1600018003</div>
</td>
<td><div style="text-align: center;">
PACE</div>
</td>
<td><div style="text-align: center;">
50</div>
</td>
<td><div style="text-align: center;">
50 </div>
</td>
<td><div style="text-align: center;">
50 </div>
</td>
<td><div style="text-align: center;">
B</div>
</td>
</tr>
<tr>
<td><div style="text-align: center;">
4</div>
</td>
<td><div style="text-align: center;">
1600018040</div>
</td>
<td><div style="text-align: center;">
FAJAR</div>
</td>
<td><div style="text-align: center;">
90</div>
</td>
<td><div style="text-align: center;">
60 </div>
</td>
<td><div style="text-align: center;">
70 </div>
</td>
<td><div style="text-align: center;">
B</div>
</td>
</tr>
<tr>
<td><div style="text-align: center;">
5</div>
</td>
<td><div style="text-align: center;">
1600018018</div>
</td>
<td><div style="text-align: center;">
RIZAL</div>
</td>
<td><div style="text-align: center;">
40</div>
</td>
<td><div style="text-align: center;">
10 </div>
</td>
<td><div style="text-align: center;">
20 </div>
</td>
<td><div style="text-align: center;">
E</div>
</td>
</tr>
</tbody></table>
<br />
<div style="text-align: center;">
</div>
<br />
1. Identifikasi Masalah<br />
→Modifikasi struktur data dari algoritma 9.1. dan algoritma 9.2. sehingga sesuai dengan<br />
tabel di atas dengan menggunakan link list.<br />
<br />
1. Menentukain input dan output<br />
→input :Nama<br />
Nim<br />
Nilai<br />
<br />
→output :Nilai Huruf adalah<br />
<br />
<br />
<br />
2. Membuat Algoritma atau Flowchart<br />
Algoritma<br />
Deklarasi:<br />
Nama[30] :karakter<br />
Nim[10] :karakter<br />
Nilai :integer<br />
Deskripsi:<br />
while when lagi=='Y' then lagi=='y'<br />
while (cetak !=NULL)<br />
if when cetak->Nilai>=0 and cetak->Nilai<20<br />
E<br />
else if when cetak->Nilai>=20 and cetak->Nilai<40<br />
else if when cetak->Nilai>=40 and cetak->Nilai<60<br />
C<br />
else if when cetak->Nilai>=60 and cetak->Nilai<80<br />
B<br />
Else<br />
A<br />
cetak=cetak->berikut<br />
end if<br />
end while<br />
end while<br />
<br />
<br />
3. Test menggunakan data<br />
→input :Nama adalah<br /> FAJR AJI SAPUTRO <br />
OKO<br />
PUTRA<br />
FAJAR DIKDUK<br />
RIZAL<br />
<br />
<br />
Nim adalah<br />1600018037<br />
1600018019<br />
1600018003<br />
1600018040<br />
1600018018<br />
<br />
Nilai adalah<br />
<br />
<br /> 95<br />
30<br />
50<br />
80<br />
10<br />
<br />
→output : Nilai Huruf adalah<br />
A<br />
D<br />
C<br />
B<br />
E<br />
<br />
<br />
4. Source Code<br />
#include <iostream><br />
#include <conio.h><br />
#include <windows.h><br />
/* run this program using the console pauser or add your own getch, system("pause") or input loop */<br />
using namespace std;<br />
class Mhs{<br />
public:<br />
void Buat_berikut_list();<br />
char Nama[30];<br />
char Nim[10];<br />
int Nilai;<br />
<br />
Mhs *berikut;<br />
};<br />
void Mhs::Buat_berikut_list(){<br />
Mhs *Ptr_Kepala = NULL;<br />
Mhs *Ptr_Baru;<br />
char lagi;<br />
do{<br />
Ptr_Baru= new Mhs;<br />
cout<<"\nNama Mahasiswa : ";<br />
cin>>Ptr_Baru->Nama;<br />
cout<<"\nNim Mahasiswa : ";<br />
cin>>Ptr_Baru->Nim;<br />
cout<<"\nNilai Mahasiswa : ";<br />
cin>>Ptr_Baru->Nilai;<br />
Ptr_Baru->berikut=Ptr_Kepala;<br />
Ptr_Kepala=Ptr_Baru;<br />
<br />
cout<<"Tambah (y/t) : ";<br />
cin>>lagi;<br />
<br />
} while (lagi=='Y' || lagi=='y');<br />
system("cls");<br />
cout<<"\nAnda telah memasukkan data : "<<endl;<br />
Mhs *cetak= Ptr_Kepala;<br />
cout<<"Nama \t\t Nim \t\t Nilai Angka \t\t Nilai Huruf"<<endl;<br />
while (cetak !=NULL){<br />
cout<<cetak->Nama<<" \t\t"<<cetak->Nim<<"
\t\t"<<cetak->Nilai<<" \t\t";<br />
<br />
if (cetak->Nilai>=0&&cetak->Nilai<20)<br />
cout<<"E"<<endl;<br />
else if(cetak->Nilai>=20&&cetak->Nilai<40)<br />
cout<<"D"<<endl;<br />
else if(cetak->Nilai>=40&&cetak->Nilai<60)<br />
cout<<"C"<<endl;<br />
else if(cetak->Nilai>=60&&cetak->Nilai<80)<br />
cout<<"B"<<endl;<br />
else<br />
cout<<"A"<<endl;<br />
cetak=cetak->berikut;<br />
}<br />
}<br />
int main(int argc, char** argv) {<br />
Mhs *simpul;<br />
simpul->Buat_berikut_list();<br />
getch();<br />
}<br />
<br />
<br />
5. Eksekusi<br />
<span style="color: black;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgPEDtK-hM-i7KgKTYTyVWXomsXry5fZckUiNaR8k7c36yiqw_k7kz6RYqzC5iXe9Nx_31NB212gAcGpV9JCOSq4m1bSQV4-7H11nTFsrYtq0HHvRlfA91BcEye0lSOisXGqzX874aG9xDq/s1600/Untitled.jpg"><img border="0" height="89" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgPEDtK-hM-i7KgKTYTyVWXomsXry5fZckUiNaR8k7c36yiqw_k7kz6RYqzC5iXe9Nx_31NB212gAcGpV9JCOSq4m1bSQV4-7H11nTFsrYtq0HHvRlfA91BcEye0lSOisXGqzX874aG9xDq/s320/Untitled.jpg" width="320" /></a></span>Anonymoushttp://www.blogger.com/profile/10941914755477247749noreply@blogger.com0tag:blogger.com,1999:blog-4401836057517591250.post-14970175720748115822017-06-15T22:14:00.000-07:002017-06-15T22:14:26.299-07:00workshop 9Buatlah algoritma dan program invers matriks
berordo dua. Lalu kalikan matriks asal dengan matriks inversnya untuk
mengecek apakah hasil kalinya merupakan matriks identitas atau bukan.<br />
<br />
<br />
1. Identifikasi masalah<br />
→program invers matriks berordo dua. Lalu
kalikan matriks asal dengan matriks inversnya untuk mengecek apakah
hasil kalinya merupakan matriks identitas atau bukan<br />
<br />
2. Menentukan input dan output<br />
→input : i, j, det, temp<br />
<br />
→output :untuk inversnya adalah<br />
<br />
3. Membuat algoritma/flowchart<br />
Raptor:<br />
<span style="color: black;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgJKWwlZLvsGvpo8SBetyba-CQZBTnFjhUnv2_7rAX3xkcohjzIuhuu17VUW48h-ANTOYh1uYGePf4VK2WBEE8Z4DdGfIKXNhGrMGPvd-a4P0h9gZD6cztZUWPN8XIByHq-7M3TM8uju108/s1600/nomer+5.png"><img border="0" height="304" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgJKWwlZLvsGvpo8SBetyba-CQZBTnFjhUnv2_7rAX3xkcohjzIuhuu17VUW48h-ANTOYh1uYGePf4VK2WBEE8Z4DdGfIKXNhGrMGPvd-a4P0h9gZD6cztZUWPN8XIByHq-7M3TM8uju108/s320/nomer+5.png" width="320" /></a></span>
<br />
<br />
<span style="color: black;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjlb44_eFgMXzgZTm4RjO2HB7SKDjWEMoIEV7_T6o8R4QIraAiWSP2GL2W0vPiCjAui3YZyC48zJ1YyhCORZ-m_ejDClkEgTBydCR2h89GK5kexnq6zRWTeBrMUkwaw2se7nsjO1zxEqKLl/s1600/nomer+5b.png"><img border="0" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjlb44_eFgMXzgZTm4RjO2HB7SKDjWEMoIEV7_T6o8R4QIraAiWSP2GL2W0vPiCjAui3YZyC48zJ1YyhCORZ-m_ejDClkEgTBydCR2h89GK5kexnq6zRWTeBrMUkwaw2se7nsjO1zxEqKLl/s320/nomer+5b.png" width="314" /></a></span>
<br />
<span style="color: black;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjrjD9XkT58efGfV7poTZWh5pgiQr1U5rh70EfIm-UzKnIvK-e-24VkYZHnaehINUHBE5loX-1KMT0Up9loX6TMpUX7MSMmpuzOUhl7bOjFD6qsF6KGttlPsmCUh24dfsnky9I_kjf-RTCB/s1600/nomer+5c.png"><img border="0" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjrjD9XkT58efGfV7poTZWh5pgiQr1U5rh70EfIm-UzKnIvK-e-24VkYZHnaehINUHBE5loX-1KMT0Up9loX6TMpUX7MSMmpuzOUhl7bOjFD6qsF6KGttlPsmCUh24dfsnky9I_kjf-RTCB/s320/nomer+5c.png" width="284" /></a></span>
<br />
<span style="color: black;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgpEltwPBd_LwC0dm2oj3gMVD-PpMNk12FSKiyaPfDY4tQQYkWC6Yd0DIeMQFCaFnAT6AExig23n3QayqEAcV0otxtQS-ohC8hJ44eDg9cgVdtaVzcEF6EGNlWvoZQN51Rsy-2GnYRv1fQe/s1600/nomer+5d.png"><img border="0" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgpEltwPBd_LwC0dm2oj3gMVD-PpMNk12FSKiyaPfDY4tQQYkWC6Yd0DIeMQFCaFnAT6AExig23n3QayqEAcV0otxtQS-ohC8hJ44eDg9cgVdtaVzcEF6EGNlWvoZQN51Rsy-2GnYRv1fQe/s320/nomer+5d.png" width="274" /></a></span>
<br />
<span style="color: black;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh2iqSqJLmh_GyoRlpW9HqCAX4cRbhQcuAsWa_xAiFg57UOecVDfepqUr83aT7uJNya90UjZnoQuCD39wJEovkl4A7Kt4Fkg7OcOqhytIudJ_RPmt2sQ9ziKzSxoZP1A_Jh3vHDWjKEoOLk/s1600/nomer+5e.png"><img border="0" height="231" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh2iqSqJLmh_GyoRlpW9HqCAX4cRbhQcuAsWa_xAiFg57UOecVDfepqUr83aT7uJNya90UjZnoQuCD39wJEovkl4A7Kt4Fkg7OcOqhytIudJ_RPmt2sQ9ziKzSxoZP1A_Jh3vHDWjKEoOLk/s320/nomer+5e.png" width="320" /></a></span>
<br />
<br />
<br />
<br />
<br />
<br />
. Test menggunakan Data<br />
<br />
→input :nilai c(1,1)=2<br />
Nilai c(1,2)=1<br />
<br />
Nilai c(2,1)=1<br />
Nilai c(2,2)=2<br />
<br />
Matriks= 2 2<br />
1 2<br />
→output :adjoin dari matriks diatas adalah<br />
2 -2<br />
-1 2<br />
Untuk inversnya adalah<br />
1 -1<br />
-0.5 1<br />
5. Implementasi dengan c++<br />
#include"iostream"<br />
using namespace std;<br />
main(){ int i,j; float det,temp;<br />
float mat[2][2], c[2][2], ci[2][2], ch[2][2];<br />
for(i=0;i<2;i++){<br />
for(j=0;j<2;j++){<br />
cout<<"nilai C("<<i+1<<","<<j+1<<")=";<br />
cin>>mat[i][j];<br />
c[i][j]=mat[i][j];<br />
}<br />
cout<<endl;<br />
}<br />
cout<<"matriks diatas diilustrasikan seperti gambaran dibawah ini\n\n";<br />
for(i=0;i<2;i++){<br />
for(j=0;j<2;j++){<br />
cout<<mat[i][j]<<" ";<br />
}<br />
cout<<endl;<br />
}<br />
mat[0][1]=-mat[0][1]; mat[1][0]=-mat[1][0];<br />
temp=mat[0][0]; mat[0][0]=mat[1][1]; mat[1][1]=temp;<br />
cout<<"\nadjoin dari matriks diatas adalah\n";<br />
for(i=0;i<2;i++){<br />
for(j=0;j<2;j++){<br />
cout<<mat[i][j]<<" ";<br />
}<br />
cout<<endl;<br />
}<br />
det=mat[0][0]*mat[1][1]-mat[1][0]*mat[0][1];<br />
det=1/(float)det;<br />
cout<<"\nSedangkan untuk inversnya adalah sebagai berikut\n";<br />
for(i=0;i<2;i++){<br />
for(j=0;j<2;j++){<br />
ci[i][j]=det*mat[i][j];<br />
cout<<ci[i][j]<<" ";<br />
}<br />
cout<<endl;<br />
}<br />
for(i=0;i<2;i++){<br />
for(j=0;j<2;j++){<br />
for(int k=0;k<2;k++){<br />
temp=c[i][k]*ci[k][j];<br />
ch[i][j]=ch[i][j]+temp;<br />
}<br />
}<br />
}<br />
cout<<"\nhasil perkalian matriks asal dengan\nmatriks yang telah di invers adalah\n";<br />
for(i=0;i<2;i++){<br />
for(j=0;j<2;j++){<br />
cout<<ch[i][j]<<" ";<br />
}<br />
cout<<endl;<br />
}<br />
}<br />
<br />6. hasil comppilernya
<br />
<span style="color: black;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgUuqcujXvZqQxCR4xX6KbzU3AY3ujULF21wdwwFuPRoiwlgfOrag4zyIjqyzb4tM47BKXAnhP78e3vub1wN-2CfnBsI9JVe4f2h-yu23Dv8pwDPEInB1AkZrlvs8Ia8FBmm-9CvF8l-4vz/s1600/eksekusi+5.png"><img border="0" height="163" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgUuqcujXvZqQxCR4xX6KbzU3AY3ujULF21wdwwFuPRoiwlgfOrag4zyIjqyzb4tM47BKXAnhP78e3vub1wN-2CfnBsI9JVe4f2h-yu23Dv8pwDPEInB1AkZrlvs8Ia8FBmm-9CvF8l-4vz/s320/eksekusi+5.png" width="320" /></a></span>Anonymoushttp://www.blogger.com/profile/10941914755477247749noreply@blogger.com0tag:blogger.com,1999:blog-4401836057517591250.post-32472388172369052862017-06-15T22:11:00.000-07:002017-06-15T22:11:08.892-07:00workshop 9 Buatlah algoritma dan program mengalikan matriks dengan suatu skalar (konstanta).<br />
<br />
<br />
1. Identifikasi masalah<br />
→ mengalikan matriks dengan suatu skalar (konstanta)<br />
<br />
2. Menentukan input dan output<br />
→input : q, brs, klm, i, j ,k <br />
<br />
→output :matriks a=<br />
Matriks b=<br />
Matriks a x b=<br />
<br />
3. Membuat algoritma/flowchart<br />
Deklarasi:<br />
q, brs, klm , i, j,k :integer<br />
for i ← 0 to brs do then i++<br />
for j ← 0 to klm do then j++<br />
write(‘ Elemen (i + 1), (j + 1)’)<br />
end for<br />
end for<br />
<br />
for i ← 0 to brs do then i++<br />
for j ← 0 to klm do then j++<br />
write((‘q + i * klm + j) ‘)<br />
end for<br />
end for<br />
<br />
for i ←0 to bA do then i++<br />
for j ←0 to kB to then j++<br />
(z + i * bB + j) ← 0;<br />
For k ← 0 to kA do then k++<br />
(z + i * bB + j) +=← (p + i * kA + k) * (*(q + k * kB + j))<br />
End for<br />
End for<br />
End for<br />
<br />
4. Test menggunakan data<br />
→input :jumlah baris dan kolom matriks A=[2][3]<br />
jumlah baris dan kolom matriks B=[3][2]<br />
koordinat inputan misalkan berordo=[2][2]<br />
<br />
→output :matriks A x B=|12 12|<br />
-1 12 <br />
<br />
5. Implementasikan dengan c++<br />
#include <iostream><br />
#include <stdio.h><br />
#include <stdlib.h><br />
using namespace std;<br />
void Masukan(int *q, int brs, int klm) {<br />
int i, j;<br />
for(i = 0; i < brs; i++) {<br />
for(j = 0; j < klm; j++) {<br />
cout << " Elemen [" << (i + 1) << "][" << (j + 1) << "]? ";<br />
scanf("%d", (q + i * klm + j));<br />
}<br />
}<br />
}<br />
<br />
void Tampilkan(int *q, int brs, int klm) {<br />
int i, j;<br />
for(i = 0; i < brs; i++) {<br />
cout << endl;<br />
for(j = 0; j < klm; j++) {<br />
cout <<" ";<br />
cout << *(q + i * klm + j) << "\t";<br />
}<br />
}<br />
cout << endl;<br />
}<br />
<br />
void Kali(int *p, int *q, int *z, int bA, int kA, int bB, int kB) {<br />
int i, j, k;<br />
for(i = 0; i < bA; i++) {<br />
for(j = 0; j < kB; j++) {<br />
*(z + i * bB + j) = 0;<br />
for(k = 0; k < kA; k++) {<br />
*(z + i * bB + j) += *(p + i * kA + k) * (*(q + k * kB + j));<br />
}<br />
}<br />
}<br />
}<br />
<br />
int main() {<br />
cout<<"\t\t\tPROGRAM : PERKALIAN MATRIKS DENGAN SKALAR\n";<br />
awal:<br />
int *a, *b, *c, brsA, klmA, brsB, klmB;<br />
cout<<"\n SYARAT...!!!\n";<br />
cout<<" Jumlah Kolom A HARUS SAMA dengan Baris B\n\n";<br />
cout << " Jumlah Baris Matriks A? ";<br />
cin >> brsA;<br />
cout << " Jumlah Kolom Matriks A? ";<br />
cin >> klmA;<br />
cout << " Jumlah Baris Matriks B? ";<br />
cin >> brsB;<br />
cout << " Jumlah Kolom Matriks B? ";<br />
cin >> klmB;<br />
if(klmA != brsB) {<br />
cout << " Perkalian TIDAK Dapat Dilakukan." << endl;<br />
cout << " Jumlah Kolom A TIDAK Sama Dengan Jumlah Baris B." << endl;<br />
} else {<br />
a = (int *) malloc(brsA * klmA * 4);<br />
b = (int *) malloc(brsB * klmB * 4);<br />
c = (int *) malloc(brsA * klmB * 4);<br />
<br />
cout << "\n Kordinat Inputan [y][x]" ;<br />
cout << "\n Contoh: ordo 2x2" ;<br />
cout << "\n [1][1]\t[1][2]\t" ;<br />
cout << "\n [2][1]\t[2][2]\t" ;<br />
cout << "\n\n Input Matriks A:\n" ;<br />
cout << " ----------------\n";<br />
Masukan(a, brsA, klmA);<br />
cout << "\n Input Matriks B:\n" ;<br />
cout << " ----------------\n";<br />
Masukan(b, brsB, klmB);<br />
<br />
cout << "\n Matriks A:" << endl;<br />
Tampilkan(a, brsA, klmA);<br />
cout << "\n Matriks B:" << endl;<br />
Tampilkan(b, brsB, klmB);<br />
Kali(a, b, c, brsA, klmA, brsB, klmB);<br />
cout << "\n Matriks A x B:" << endl;<br />
Tampilkan(c, brsA, klmB);<br />
}<br />
cout<<"\n\n Apakah Anda Ingin Mengulang [Y/N] ? " ;<br />
char m ;<br />
cin>>m;<br />
if (m == 'y' || m== 'Y')<br />
goto awal;<br />
else if (m == 'n' || m== 'N')<br />
{<br />
goto akhir;<br />
}<br />
akhir:<br />
cout<<"\n\n\t\t\t \"TERMA KASIH\"";<br />
return 0;<br />
}<br />
<br />6. hasil compilernya
<br />
<span style="color: black;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhkwIdaf42M1fSpjjlj5ZUnP2dmdcYwwRQhq50BIiQIyB4-NLTTIg-A997GLaC1QTQowQL1P8YW1Z78vIA7GZrF6pqhxtAF3K8SbmvZDTO1yrG14Vvc_x79P_fW9mHQO4tR02I5wkxsJY7X/s1600/eksekusi+4.png"><img border="0" height="156" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhkwIdaf42M1fSpjjlj5ZUnP2dmdcYwwRQhq50BIiQIyB4-NLTTIg-A997GLaC1QTQowQL1P8YW1Z78vIA7GZrF6pqhxtAF3K8SbmvZDTO1yrG14Vvc_x79P_fW9mHQO4tR02I5wkxsJY7X/s320/eksekusi+4.png" width="320" /></a></span>
<br />
<span style="color: black;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhncS80RkXn67u501OCpD44DGiorOMUATh1Jhgtq7jTn8CmQ9bcIEUaAqDY-0V9jBbP4a3gZAAUNEE-Erh_bBvwQwD7ksKiMAHKgSTfzvTusAMZBnFW-ArMgZUATxNQ0IOJYMffaJmYmh1D/s1600/eksekusi+4b.png"><img border="0" height="157" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhncS80RkXn67u501OCpD44DGiorOMUATh1Jhgtq7jTn8CmQ9bcIEUaAqDY-0V9jBbP4a3gZAAUNEE-Erh_bBvwQwD7ksKiMAHKgSTfzvTusAMZBnFW-ArMgZUATxNQ0IOJYMffaJmYmh1D/s320/eksekusi+4b.png" width="320" /></a></span>
<br />
<span style="color: black;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEheDXcerhAh5d8wT9CVYvy9Nz8OBAkdRgWmGRKseAPuQLeDJ5TXhEuj8nskx5-DMjenmu0KGOjTU6pKs5NFcdkMa11gMtwrPBjFh6TcUAThAJ735ldlmPkZyL6tI0k0KgzyvAVl8mC64aUD/s1600/eksekusi+4c.png"><img border="0" height="155" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEheDXcerhAh5d8wT9CVYvy9Nz8OBAkdRgWmGRKseAPuQLeDJ5TXhEuj8nskx5-DMjenmu0KGOjTU6pKs5NFcdkMa11gMtwrPBjFh6TcUAThAJ735ldlmPkZyL6tI0k0KgzyvAVl8mC64aUD/s320/eksekusi+4c.png" width="320" /></a></span>Anonymoushttp://www.blogger.com/profile/10941914755477247749noreply@blogger.com0tag:blogger.com,1999:blog-4401836057517591250.post-68206846141791699962017-06-15T22:07:00.000-07:002017-06-15T22:07:07.350-07:00workshop 9Buatlah algoritma dan program untuk menghasilkan transpose suatu matriks.<br />
<br />
1. Identifikasi masalah<br />
→menghasilkan transpose suatu matriks.<br />
<br />
2. Menentukan input dan output<br />
→ input :i, j, m, n ,o, mat [m][n]<br />
<br />
→output :transpose matriksnya adalah<br />
<br />
3. Membuat algoritma/flowchart<br />
Deklarasi:<br />
i,j,m,n,o,mat[m][n] :integer<br />
<br />
Deskripsi:<br />
write(‘Program transpose matriks C(m,n)’)<br />
for i←0 to m do then i++<br />
for j←0 to n do then j++<br />
write(‘nilai C("<<i+1<<","<<j+1<<")’)<br />
end for<br />
end for<br />
<br />
write(‘matriks diatas diilustrasikan seperti gambaran dibawah ini’)<br />
for i←0 to m do then i++<br />
for j←0 to n do then j++<br />
write(‘mat[i][j]’)<br />
end for<br />
end for<br />
<br />
o→m<br />
m→n<br />
n→o;<br />
write(‘Transpose matriksnya adalah seperti gambar dibawah ini\’)<br />
for i←0 to m do then i++<br />
for j←0 to n do then j++<br />
write(‘mat[i][j]’)<br />
end for<br />
end for<br />
<br />
Raptor:<br />
<span style="color: lime;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjrKheHlZAtkFnfzqCV7dSKzv39UH2yAfUCA2QiZQaw-2o48wISW4Qdn_REmGrul2PmfUOawzUACRTFcO3CO2XRoZesLdr4cXjj2upAGN48kSwQ6m8dG9Ahvc7SBNFSOuK9BJIAxa9fWnlM/s1600/nomer+3a.png"><img border="0" height="302" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjrKheHlZAtkFnfzqCV7dSKzv39UH2yAfUCA2QiZQaw-2o48wISW4Qdn_REmGrul2PmfUOawzUACRTFcO3CO2XRoZesLdr4cXjj2upAGN48kSwQ6m8dG9Ahvc7SBNFSOuK9BJIAxa9fWnlM/s320/nomer+3a.png" width="320" /></a></span><br />
<span style="color: lime;"><br /></span>
<span style="color: lime;">..</span><br />
<span style="color: lime;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjavfZ0XjrVRjGvvJ9oBAaTBAJBULIir4AXob-9oE1SxLRr21UTEOXTdTvSKdUK_DYoqOaEHqdUIsBowJxTL-kbCEIKQwgW_jK6dYmdW4KJwtzPEFCGCRnkIJTHjN9G-hsRVpt7iy_G4s6I/s1600/nomer+3b.png"><img border="0" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjavfZ0XjrVRjGvvJ9oBAaTBAJBULIir4AXob-9oE1SxLRr21UTEOXTdTvSKdUK_DYoqOaEHqdUIsBowJxTL-kbCEIKQwgW_jK6dYmdW4KJwtzPEFCGCRnkIJTHjN9G-hsRVpt7iy_G4s6I/s320/nomer+3b.png" width="302" /></a></span><br />
<br />
<span style="color: lime;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiocNlVNFJeu0lls0OeTyzq4DLKYvfKuY02LxUHHD6dld_SCiZW1AXhEVTjASS3iHhIpTBP3qOzhdE1uYu_kqmRbUR1RPB6TBNlY9S2q4PWauVT4zck5V3QO6BGI9TIBinQs3306Wlu0Qup/s1600/nomer+3+c.png"><img border="0" height="222" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiocNlVNFJeu0lls0OeTyzq4DLKYvfKuY02LxUHHD6dld_SCiZW1AXhEVTjASS3iHhIpTBP3qOzhdE1uYu_kqmRbUR1RPB6TBNlY9S2q4PWauVT4zck5V3QO6BGI9TIBinQs3306Wlu0Qup/s320/nomer+3+c.png" width="320" /></a></span>Anonymoushttp://www.blogger.com/profile/10941914755477247749noreply@blogger.com0tag:blogger.com,1999:blog-4401836057517591250.post-66953565706291064712017-06-15T22:05:00.005-07:002017-06-15T22:05:41.440-07:00workshop 9berikan suatu matriks berordo n. Buatlah algoritma dan program untuk mencetak matriks identitas berodo n.<br />
<br />
<br />
1. Identifikasi masalah<br />
→ program untuk mencetak matriks identitas berodo n<br />
<br />
2. Menetukan Input Output:<br />
→ input :i, j, n<br />
<br />
→output :masukkan ordo matriks<br />
<br />
3. Membuat Algoritma/flowchart<br />
Algoritma:<br />
Deklarasi:<br />
i, j, n :integer<br />
Deklarasi:<br />
Write(‘masukkan ordo matriks ‘)<br />
For i←1 to n do i++ then<br />
For j←1 to n do then j++<br />
if(i==j)<br />
write(‘1’)<br />
else<br />
write(‘0’)<br />
end for<br />
end for<br />
end if<br />
<span style="color: lime;"><br /></span>
<span style="color: lime;"><span style="color: black;">Raptor</span>:</span><br />
<span style="color: lime;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjxqFGEI2tal_SJFm4PZjjzNee-NahmumROkTgz9l5dATNv_99nViEka_8y6T2iiRp1yzHh4cp1ARj9aOPYXRuf0_b5QA3dHePiQzDKpn9qaLwskUlKCBBtNULcc5YDj0jLR8t-WJa9f3Zj/s1600/nomer+2.png"><img border="0" height="200" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjxqFGEI2tal_SJFm4PZjjzNee-NahmumROkTgz9l5dATNv_99nViEka_8y6T2iiRp1yzHh4cp1ARj9aOPYXRuf0_b5QA3dHePiQzDKpn9qaLwskUlKCBBtNULcc5YDj0jLR8t-WJa9f3Zj/s320/nomer+2.png" width="320" /></a></span>Anonymoushttp://www.blogger.com/profile/10941914755477247749noreply@blogger.com0tag:blogger.com,1999:blog-4401836057517591250.post-40516575664480213512017-06-15T22:03:00.003-07:002017-06-15T22:03:58.896-07:00workhop 9<span style="color: lime;"> <span style="color: black;">Buatlah algoritma dan program untuk
mengalikan matriks dengan vektor. Vektor adalah matriks berdimensi satu
(bisa matriks baris maupun matriks kolom). Implementasikan matriks
dengan array berdimensi dua, dan vektor dengan menggunakan matriks
berdimensi satu.</span></span><br />
<br />
1. Identifikasi masalah<br />
→ mengalikan matriks dengan vector<br />
2. Menentukan input dan output<br />
→ input :baris<br />
:kolom<br />
:A[max]<br />
: m[baris]<br />
:n<br />
→output :perkalian matriks dan vektor=<br />
3. Membuat Algoritma/flowchart<br />
Deklarasi:<br />
A[maks][maks], baris, kolom, m[baris] ,n :integer<br />
<br />
Deskripsi:<br />
for i ←0 to baris do then i++<br />
for j←0 to kolom do then j++<br />
write(‘Masukan data ke ["<<i<<"] ["<<j<<"]’) <br />
end for<br />
end for<br />
<br />
<br />
write(‘Isi Matriks A ‘)<br />
for i ←0 to baris do then i++<br />
for j←0 to kolom do then j++<br />
write(‘A[i][j]’)<br />
<br />
end for<br />
end for<br />
<br />
write(‘penghitungan vektor ‘)<br />
for z←0 to kolom do then z++<br />
write(‘Masukan data ke ["<<z<<"] ‘) <br />
end for<br />
<br />
write(‘ vektor ‘)<br />
for z←0 to kolom do then z++<br />
write(‘m[z]’)<br />
end for<br />
<br />
write(‘perkalian matrik dan vektor ‘)<br />
for i ←0 to baris do then i++<br />
for j←0 to kolom do then j++<br />
for z←0 to kolom do then z++<br />
n←A[i][j]*m[z]<br />
end for<br />
end for<br />
end for<br />
<br />
4. Test menggunakan data<br />
inputin→ :baris[2]=|1|<br />
|2|<br />
Kolom[2]=|1|<br />
|2|<br />
Isi matrik A=|1| |2|<br />
|1| |2|<br />
Berapa variable=2<br />
Vektor b=|1|<br />
|2|<br />
<br />
output→ :perkalian matrik dan vektor= 1 2 2 4 1 2 2 4<br />
<br />
<br />
#include <iostream><br />
#define maks 10<br />
using namespace std;<br />
/* run this program using the console pauser or add your own getch, system("pause") or input loop */<br />
<br />
int main(int argc, char** argv) {<br />
int A[maks][maks], baris, kolom;<br />
cout<<"input baris :"; cin>>baris;<br />
cout<<"input kolom :"; cin>>kolom; <br />
for(int i=0; i<baris; i++){<br />
for(int j=0; j<kolom; j++){<br />
cout<<"Masukan data ke ["<<i<<"] ["<<j<<"] : "; cin>>A[i][j]; <br />
} <br />
} <br />
cout<<"Isi Matriks A :\n";<br />
for(int i=0; i<baris; i++){<br />
for(int j=0; j<kolom; j++){<br />
cout<<A[i][j]<<" ";<br />
}<br />
cout<<endl;<br />
}<br />
int m[baris],n;<br />
cout<<"penghitungan vektor \n";<br />
cout<<"berapa variabel : ";<br />
cin>>m[kolom];<br />
for(int z=0; z<kolom; z++){<br />
cout<<"Masukan data ke ["<<z<<"] "" : "; cin>>m[z]; <br />
}<br />
cout<<endl;<br />
<br />
cout<<" vektor b : \n";<br />
for(int z=0; z<kolom; z++){<br />
cout<<m[z]<<"\n";<br />
}<br />
cout<<"perkalian matrik dan vektor \n";<br />
for(int i=0; i<baris; i++){<br />
for(int j=0; j<kolom; j++){<br />
for(int z=0; z<kolom; z++){<br />
n=A[i][j]*m[z];<br />
cout<<n<<" ";<br />
}<br />
}<br />
}<br />
return 0;<br />
}<br />
<br /><img class="CSS_LIGHTBOX_SCALED_IMAGE_IMG" height="201" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiUqzWoQ7STW2Ei1S3oyT5N2VdJ32VNSKqszRsNePIvYPgxIaB5meI-IVN7rHK2mO9QPVBsRNSHaV3V7kw2vn4gxmLLaakU3dWxgVRfeY-xtMEU7GjCWiT0E1jNyqpUNb80Yuu4LQ9n-Ahk/s400/eksekusi+1.png" style="height: 340px; width: 675px;" width="400" />Anonymoushttp://www.blogger.com/profile/10941914755477247749noreply@blogger.com0tag:blogger.com,1999:blog-4401836057517591250.post-4356766353262715552017-06-15T22:00:00.005-07:002017-06-15T22:00:59.705-07:00workshop 8<span style="color: lime;"> <span style="color: black;">Urutkan data yaitu [2 8 7 1 3 5 6 4] dengan
menggunakan Quick Sort, agar elemen terkecil berada paling depan (urutan
pertama), semakin ke belakang semakin besar ! </span></span><br />
Source Code:<br />
# include <iostream><br />
# include <iomanip><br />
# include <conio.h><br />
using namespace std;<br />
void q_sort(int[],int,int);<br />
<br />
int main ()<br />
{<br />
int NumList[8]={2,8,7,1,3,5,6,4};<br />
<br />
cout<<" Data Sebelum diurutkan: \n";<br />
for(int d=0;d<8;d++)<br />
{<br />
cout<<setw(3)<<NumList[d];<br />
}<br />
cout<<"\n\n";<br />
q_sort(NumList,0,8);<br />
cout<<" Data setelah diurutkan: \n";<br />
for(int iii=0;iii<8;iii++)<br />
cout<<setw(3)<<NumList[iii];<br />
<br />
getch();<br />
}<br />
<br />
void q_sort(int numbers[],int left,int right)<br />
{<br />
int pivot,l_hold,r_hold;<br />
l_hold=left;<br />
r_hold=right;<br />
pivot=numbers[left];<br />
while(left<right)<br />
{<br />
while((numbers[right]>=pivot)&&(left<right))<br />
right--;<br />
if(left!= right)<br />
{<br />
numbers[left]=numbers[right];<br />
left++;<br />
}<br />
while((numbers[left]<=pivot)&&(left<right))<br />
{<br />
left++;<br />
}<br />
if (left!=right)<br />
{<br />
numbers[right]=numbers[left];<br />
right--;<br />
}<br />
}<br />
numbers[left]=pivot;<br />
pivot=left;<br />
left=l_hold;<br />
right=r_hold;<br />
if(left<pivot)<br />
q_sort(numbers,left,pivot-1);<br />
if(right>pivot)<br />
q_sort(numbers,pivot+1,right);<br />
}<br />
hasil c++nya<span style="color: lime;"></span><span style="color: lime;"></span><br /><br />
<span style="color: lime;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhLGazcWGB9lfokpCdkC1x7EYT7LeeL1hs-G4_dAKlPSuKkMyFiYi_u9J7bXWChtg861a7ojpJXRFhWCxnw-mNjq9XO5FdGq9Cf7upyk-D3eY2wpSvfaXYwlGmpa95ZX1YKUA0GahNWn4cJ/s1600/download+%252821%2529.png"><img border="0" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhLGazcWGB9lfokpCdkC1x7EYT7LeeL1hs-G4_dAKlPSuKkMyFiYi_u9J7bXWChtg861a7ojpJXRFhWCxnw-mNjq9XO5FdGq9Cf7upyk-D3eY2wpSvfaXYwlGmpa95ZX1YKUA0GahNWn4cJ/s320/download+%252821%2529.png" width="318" /></a> </span><br />
<span style="color: lime;"><br /></span>
hasil compilernya<br />
<span style="color: lime;"> <a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhZv8f3ks6kbuKcdIh2as2GY9j7fyoMb7BVsWJWggdYCSY_IfQE-OedSMzLdKBSuDV25AVs8eE7zyFKhFuyXb3ThxTdxqHGBTZV9-9M14SSRg4Qf91Oux7fQ_eHIhPxiSoGgb50udkKuQbO/s1600/download+%252822%2529.png"><img border="0" height="158" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhZv8f3ks6kbuKcdIh2as2GY9j7fyoMb7BVsWJWggdYCSY_IfQE-OedSMzLdKBSuDV25AVs8eE7zyFKhFuyXb3ThxTdxqHGBTZV9-9M14SSRg4Qf91Oux7fQ_eHIhPxiSoGgb50udkKuQbO/s320/download+%252822%2529.png" width="320" /></a></span>Anonymoushttp://www.blogger.com/profile/10941914755477247749noreply@blogger.com0tag:blogger.com,1999:blog-4401836057517591250.post-5181012613222249662017-06-15T21:59:00.000-07:002017-06-15T21:59:11.652-07:00workshop 8ada beberapa kumpulan data sebagai berikut :<br />
2 8 3 5 6 4 11 1 9<br />
Urutkan kumpulan data di atas menggunakan quick sort serta gambarkan step by step dari sorting tersebut Source Code:<br />
# include <iostream><br />
# include <iomanip><br />
# include <conio.h><br />
using namespace std;<br />
<br />
void q_sort(int[],int,int);<br />
<br />
int main ()<br />
{<br />
int NumList[9]={2,8,3,5,6,4,11,1,9};<br />
<br />
cout<<" Data Sebelum diurutkan: \n";<br />
for(int d=0;d<9;d++)<br />
{<br />
cout<<setw(3)<<NumList[d];<br />
}<br />
cout<<"\n\n";<br />
q_sort(NumList,0,9);<br />
cout<<" Data setelah diurutkan: \n";<br />
for(int iii=0;iii<9;iii++)<br />
cout<<setw(3)<<NumList[iii]<<endl<<endl;<br />
<br />
getch();<br />
}<br />
<br />
void q_sort(int numbers[],int left,int right)<br />
{<br />
int pivot,l_hold,r_hold;<br />
l_hold=left;<br />
r_hold=right;<br />
pivot=numbers[left];<br />
while(left<right)<br />
{<br />
while((numbers[right]>=pivot)&&(left<right))<br />
right--;<br />
if(left!= right)<br />
{<br />
numbers[left]=numbers[right];<br />
left++;<br />
}<br />
while((numbers[left]<=pivot)&&(left<right))<br />
{<br />
left++;<br />
}<br />
if (left!=right)<br />
{<br />
numbers[right]=numbers[left];<br />
right--;<br />
}<br />
}<br />
numbers[left]=pivot;<br />
pivot=left;<br />
left=l_hold;<br />
right=r_hold;<br />
if(left<pivot)<br />
q_sort(numbers,left,pivot-1);<br />
if(right>pivot)<br />
q_sort(numbers,pivot+1,right);<br />
}<br />
<span style="color: lime;"><br /></span>
<span style="color: lime;"><span style="color: black;">contoh c++nya</span></span><br />
<span style="color: lime;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhJAZ9-j_RQ2eol_w2w7U9a0U5mh3YKHghSR9FMuT0sGGOzjXQCJw-vMymD676_w480unmC5Z-lxFcukzi3vgM8JBEIldie_i2bI0QDlOxD8h-WYJaJnL4kJCRJ8D3gPCe7_72QX6uekux9/s1600/download+%252817%2529.png"><img border="0" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhJAZ9-j_RQ2eol_w2w7U9a0U5mh3YKHghSR9FMuT0sGGOzjXQCJw-vMymD676_w480unmC5Z-lxFcukzi3vgM8JBEIldie_i2bI0QDlOxD8h-WYJaJnL4kJCRJ8D3gPCe7_72QX6uekux9/s320/download+%252817%2529.png" width="316" /></a></span><br />
<br />
<span style="color: lime;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiu_QWwhUUMJ6K1u7yj6r9yK0yYb8yr_3k6EAtvRX3c1E1Zlr9miz5osgWrNChAjazk66g7fZMZNK2iSKIPb9YqD8tpE4p132x4_vo9TGQ5ndb4HwyMlEAyzezd9hdNuKWKimTZJ6pzO_KE/s1600/download+%252818%2529.png"><img border="0" height="300" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiu_QWwhUUMJ6K1u7yj6r9yK0yYb8yr_3k6EAtvRX3c1E1Zlr9miz5osgWrNChAjazk66g7fZMZNK2iSKIPb9YqD8tpE4p132x4_vo9TGQ5ndb4HwyMlEAyzezd9hdNuKWKimTZJ6pzO_KE/s320/download+%252818%2529.png" width="320" /></a></span><br />
<span style="color: lime;"><br /></span>
hasil compilerny<br />
<span style="color: lime;"> <a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhEGe0N3_6-Ne-xuKXgXmDRxzNbZSBrsF8T8tXPNf_raCtSVXkrVqa8SwFouzPMGrsp1gs0Np3oOcjsPJYjmALjk70EgTWEdpoai66fwuDgsTKQ4c9MrpmxTLMy8fQT4YL6ty6JkIgGwfDS/s1600/download+%252819%2529.png"><img border="0" height="160" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhEGe0N3_6-Ne-xuKXgXmDRxzNbZSBrsF8T8tXPNf_raCtSVXkrVqa8SwFouzPMGrsp1gs0Np3oOcjsPJYjmALjk70EgTWEdpoai66fwuDgsTKQ4c9MrpmxTLMy8fQT4YL6ty6JkIgGwfDS/s320/download+%252819%2529.png" width="320" /></a></span>Anonymoushttp://www.blogger.com/profile/10941914755477247749noreply@blogger.com0tag:blogger.com,1999:blog-4401836057517591250.post-84877015336264807112017-06-15T21:56:00.004-07:002017-06-15T21:56:53.548-07:00workshop 8Diketahui deret angka sebagai berikut :<br />
5 2 4 6 1 3<br />
Dari deret angka tersebut, lakukan pengurutan dari yang paling kecil sampai paling besar menggunakan insertion sort !<br />
Source Code:<br />
#include <iostream><br />
#include <conio.h><br />
using namespace std ;<br />
int data[10],data2[10];<br />
int n;<br />
<br />
void insertion_sort()<br />
{<br />
int temp,i,j;<br />
for(i=1;i<=n;i++)<br />
{<br />
temp = data[i];<br />
j = i -1;<br />
while(data[j]>temp && j>=0)<br />
{<br />
data[j+1] = data[j];<br />
j--;<br />
}<br />
data[j+1] = temp;<br />
}<br />
}<br />
int main()<br />
{<br />
<br />
//INPUT DATA<br />
cout<<"Masukkan Jumlah Data : ";<br />
cin>>n;<br />
cout<<endl;<br />
for(int i=1;i<=n;i++)<br />
{<br />
cout<<"Masukkan data ke-"<<i<<" : ";<br />
cin>>data[i];<br />
data2[i]=data[i];<br />
}<br />
<br />
insertion_sort();<br />
<br />
cout<<endl<<endl;<br />
<br />
//MENAMPILKAN DATA<br />
cout<<"Data Setelah di Sort : ";<br />
for(int i=1; i<=n; i++)<br />
{<br />
cout<<" "<<data[i];<br />
}<br />
cout<<endl<<endl<<"Sorting Selesai";<br />
getch();<br />
}<br />
<br />
Dev C++:<br />
<span style="color: lime;"><br /></span>
<span style="color: lime;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiracYuxJRbKryjJxtxnDtHkl7uc_t3rYmvjcO2cDCel3A49qrDRcXN8cSqijeIX_v3qsdyWZvHAD5y1nAVxMdTl1CoKS8qlBLbApYdjuUbSbtnbiYdqLWnPSfnT2NdEJ2FKokxMpAr41kO/s1600/download+%25289%2529.png"><img border="0" height="257" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiracYuxJRbKryjJxtxnDtHkl7uc_t3rYmvjcO2cDCel3A49qrDRcXN8cSqijeIX_v3qsdyWZvHAD5y1nAVxMdTl1CoKS8qlBLbApYdjuUbSbtnbiYdqLWnPSfnT2NdEJ2FKokxMpAr41kO/s320/download+%25289%2529.png" width="320" /></a></span><br />
<br />
<span style="color: lime;"> <a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhcvtPHu1rFLcBdITXa-DqTw-gmApJqzLGG5uufRUaGdY9_lcOdioo_-OOkiW0m1tcmdnjOyuYf3jANV_CQ6cQmOWZu1QBXYM9J5PrwFjQmclo8luEWn7gtrXd9JXmWb-RoFCv_i2O0ZJZy/s1600/download+%252810%2529.png"><img border="0" height="257" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhcvtPHu1rFLcBdITXa-DqTw-gmApJqzLGG5uufRUaGdY9_lcOdioo_-OOkiW0m1tcmdnjOyuYf3jANV_CQ6cQmOWZu1QBXYM9J5PrwFjQmclo8luEWn7gtrXd9JXmWb-RoFCv_i2O0ZJZy/s320/download+%252810%2529.png" width="320" /></a></span><br />
<span style="color: lime;"><br /></span>
<br />
<span style="color: lime;"> <a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEidrC0t0wUvKZ6gCHj0zX_jdcYHMf6lUUt9fswFx-W34uyV-J5YhXzd24DRV-kKqL_Rq7RF7qvSbIOCzMYnteMdOSmauvsIkKcKYQN06g7xc-oM6u0guCi0fF3dYlSugYAkDZBFCXDPdSDW/s1600/download+%252811%2529.png"><img border="0" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEidrC0t0wUvKZ6gCHj0zX_jdcYHMf6lUUt9fswFx-W34uyV-J5YhXzd24DRV-kKqL_Rq7RF7qvSbIOCzMYnteMdOSmauvsIkKcKYQN06g7xc-oM6u0guCi0fF3dYlSugYAkDZBFCXDPdSDW/s320/download+%252811%2529.png" width="299" /></a></span><br />
<br />
hasil compilernya<br />
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjEn7j8n2Tb3lRiundznXN0V_LsV6iD_pTtTGyT1B0i_0JSK8tohtezkav3HlRNhBpvCj25owO8lrw_4ED2bUsUfpywaEE2-Xgb67HkYmsR1cm1hEhCRl28Ff76FlSKjXccR84FlNUC74V_/s1600/download+%252812%2529.png"><img border="0" height="161" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjEn7j8n2Tb3lRiundznXN0V_LsV6iD_pTtTGyT1B0i_0JSK8tohtezkav3HlRNhBpvCj25owO8lrw_4ED2bUsUfpywaEE2-Xgb67HkYmsR1cm1hEhCRl28Ff76FlSKjXccR84FlNUC74V_/s320/download+%252812%2529.png" width="320" /></a>Anonymoushttp://www.blogger.com/profile/10941914755477247749noreply@blogger.com0tag:blogger.com,1999:blog-4401836057517591250.post-36219649679853838912017-06-15T21:55:00.000-07:002017-06-15T21:55:05.693-07:00workshop 8Urutkan deret angka berikut dengan selection sort dan tuliskan hasil tiap langkah (step) :<br />
21 16 25 8 19 4 1<br />
<br />
Analisis:<br />
[21, 16, 25, 8, 19, 4, 1]<br />
Data pertama : 21<br />
Mencari data terkecil dari data kedua sampai terakhir.<br />
(i=1)<br />
Data terkecil ditemukan pada posisi ke-7 (t=7), maka data pertama ditukar pada posisi ke-7, menjadi:<br />
[1, 16, 25, 8, 19, 4,21]<br />
Langkah ini diulang untuk data kedua (i=4). Ditemukan pada posisi ke-6 (t=6).<br />
Data kedua ditukar dengan data ke-6, menjadi :<br />
[1, 4, 25, 8, 19,16, 21]<br />
<br />
Fase selengkapnya :<br />
Data awal : [21, 16, 25, 8, 19, 4, 1] 1 terkecil, 21 1<br />
Fase 1 [1, 16, 25, 8, 19, 4, 21] 4 terkecil, 16 4<br />
Fase 2 [1, 4, 25, 8, 19, 16, 21] 8 terkecil, 25 8<br />
Fase 3 [1, 4, 8, 25, 19, 16, 21] 16 terkecil, 25 16<br />
Fase 4 [1, 4, 8, 16, 19, 25, 21] 19 terkecil, 19 19<br />
Fase 5 [1, 4, 8, 16, 19, 25, 21] 21 terkecil, 25 21<br />
Fase 6 [1, 4, 8, 16, 19, 21, 25] 25 terkecil tetap.<br />
Fase 7 [1, 4, 8, 16, 19, 21, 25] <br />
Fase 8 [1, 4, 8, 16, 19, 21, 25] <br />
<br />
hasil c++<br />
<br />
<br />
<br />
<br />
<img border="0" height="294" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhTUT80F2KCMvxhGs4uAnRbd7MBIpfjwTt19RC-Lg7626kTojT0sOBl7SirGrxDUHorXcC2CmvokTaEi8jKMawX2hfvyt6qJSCB2grlgIcPbm1ekv9F6EcmUzPCvnCiWETwF5jA_RLbMLs9/s320/download+%25286%2529.png" width="320" /><br />
<br />
<img class="CSS_LIGHTBOX_SCALED_IMAGE_IMG" height="271" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgJ0jmjA7e72D790kWrCPL7yhveqPpHnlogp0TVyjYhuvhcS_WGQX-a1a6RX5JII0c5s-bKTG-y88xh81yfceflcWQaeF2B_7aXAe8jZCh3oMpt4AY_s6vaUvr1AVjy-yy7I2-mOIr0B2WH/s320/download+%25287%2529.png" style="height: 526px; width: 620px;" width="320" /><br />
<br />
hasil compilernya<br />
<img border="0" height="164" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhVG-eLtSCsaYPp2JZjAGG2aAmP-dIkodkod9Ty43gKavP1TgzgyxEqI8Z1KRd0o8T4v_sr4IU2cyF8RuyrcWYUR0FNwQ5qFSWq_hf83mKJyVDFjxwc9M5fZnQM3DiX5yMf-KolmuYtBBiY/s320/download+%25288%2529.png" width="320" /> <br />
<br />
<br />
<span style="color: lime;"><br /></span>
<span style="color: lime;"><br /></span>Anonymoushttp://www.blogger.com/profile/10941914755477247749noreply@blogger.com0tag:blogger.com,1999:blog-4401836057517591250.post-40342143219482913352017-06-15T21:51:00.006-07:002017-06-15T21:51:56.431-07:00workshop 8Urutkan deret angka berikut dengan bubble sort :<br />
7 4 5 8 10<br />
Tuliskan hasil tiap langkah (step).<br />
Source Code:<br />
#include <iostream><br />
<br />
/* run this program using the console pauser or add your own getch, system("pause") or input loop */<br />
using namespace std;<br />
<br />
int main(int argc, char** argv) {<br />
int a, k, c, d, g;<br />
k=5;<br />
int b[5];<br />
cout<<"\t\tPROGRAM MENGURUTKAN ANGKA DENGAN BUBLE SORT\n\n";<br />
for(a=0; a<k; a++){<br />
cout<<"Masukkan nilai ke-"<<a+1<<":";<br />
cin>>b[a];<br />
}<br />
for (a=0; a<k-1; a++){<br />
for (d=a+1; d<k; d++){<br />
c=a;<br />
if (b[c]>b[d]){<br />
c=d;<br />
} <br />
g=b[c];<br />
b[c]=b[a];<br />
b[a]=g;<br />
}<br />
}<br />
cout<<"\nSetelah diurutkan maka akan menjadi :\n";<br />
for(a=0; a<k; a++){<br />
cout<<b[a]<<" ";<br />
}<br />
return 0;<br />
}<br />
<br />
<br /> hasil C++:<br />
<span style="color: lime;"> <a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhDiyARL8vZGhk8lKAottgj_YOYqjG-US0Tx9_8hwcj_7Csu20OwD_fxViyFINeg5G8_h_0a-WmNAqBbHXJFeSHc5oOQG4I2ByLq7BlYH3SmgCxPWnlm_Xm1t4ujxlDYnqP2C6kV464F4hN/s1600/download+%25284%2529.png"><img border="0" height="152" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhDiyARL8vZGhk8lKAottgj_YOYqjG-US0Tx9_8hwcj_7Csu20OwD_fxViyFINeg5G8_h_0a-WmNAqBbHXJFeSHc5oOQG4I2ByLq7BlYH3SmgCxPWnlm_Xm1t4ujxlDYnqP2C6kV464F4hN/s320/download+%25284%2529.png" width="320" /></a></span><br />
hasil compilernya<br />
<br />
<span style="color: lime;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhy9uVwHtLj65PitbwDffCzEvD77aVG1DGQJyQ2GYhtbd3Uzbykei1kHGLY8gsCxpmwEKRmVkUFyfgHd6HKpVqKQYaCgWfHecmx7RJMYSPEes46OUZObMc_sCR6QEveD49U8pDBdl9sAnwi/s1600/download+%25285%2529.png"><img border="0" height="159" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhy9uVwHtLj65PitbwDffCzEvD77aVG1DGQJyQ2GYhtbd3Uzbykei1kHGLY8gsCxpmwEKRmVkUFyfgHd6HKpVqKQYaCgWfHecmx7RJMYSPEes46OUZObMc_sCR6QEveD49U8pDBdl9sAnwi/s320/download+%25285%2529.png" width="320" /></a></span>Anonymoushttp://www.blogger.com/profile/10941914755477247749noreply@blogger.com0tag:blogger.com,1999:blog-4401836057517591250.post-45568836025772573722017-06-15T21:50:00.001-07:002017-06-15T21:50:15.404-07:00workshop 8jika terdapat sebuah array yang elemennya
berindeks 1 sampai dengan 15. Masing-masing elemen berturut-turut berisi
nilai sebagai berikut:<br />
1, 2, 8, 25, 30, 49, 50, 55, 60, 61, 68, 70, 72, 84, 90.<br />
a. Jelaskan langkah-langkah pencarian nilai
49 dalam array tersebut dengan metode pencarian biner, sehingga
menghasilkan indeks elemen array tempat ditemukannya nilai tersebut.<br />
b. Jelaskan langkah-langkah pencarian nilai
71 dalam array tersebut dengan metode pencarian biner, sehingga
menghasilkan kesimpulan bahwa nilai tersebut tidak berhasil ditemukan.<br />
<br />
Source Code:<br />
#include <iostream><br />
#include <conio.h><br />
using namespace std;<br />
int main(){<br />
const int Ar[15] = {1,2,8,25,30,49,50,55,60,61,68,70,72,84,90}; // untuk proses ascending<br />
int tar;<br />
<br />
cout<<"masukan data yang dicari : ";<br />
cin>>tar;<br />
int awal=0, akhir=10, tengah;<br />
<br />
<br />
while (awal <= akhir)<br />
{ tengah = (awal + akhir)/2;<br />
if (tar > Ar[tengah] ) // descending ubah tanda > menjadi <<br />
{ awal = tengah + 1; }<br />
else if (tar < Ar[tengah]) // descending ubah tanda < menjadi ><br />
{akhir= tengah - 1;}<br />
else {awal = akhir +1;<br />
}<br />
}<br />
if (tar == Ar[tengah])<br />
{cout<<" Data ditemukan, data berada di indeks ke-"<<tengah+1<<endl;<br />
}<br />
else {<br />
cout<<"target tidak ditemukan "<<endl;<br />
}<br />
getch();<br />
<br />
}<br />
<span style="color: lime;"><br /></span>
<span style="color: lime;"><br /></span>
<span style="color: lime;"><span style="color: black;">hasi c++</span></span><br />
<span style="color: lime;"> <a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEirdRyv1fvcDUGh7w3phLCsXUPWcsR0JXUh77dW-1RFOJ54WRt6pNp6FvIlVDUHW6u8N6GIyTW2q9JQah5D3z0tJVFT4gM4Kdn3HBAdzLjZPmaShe-umRpSU9qljFaiZH-at2JQzBhF0odx/s1600/download+%25282%2529.png"><img border="0" height="168" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEirdRyv1fvcDUGh7w3phLCsXUPWcsR0JXUh77dW-1RFOJ54WRt6pNp6FvIlVDUHW6u8N6GIyTW2q9JQah5D3z0tJVFT4gM4Kdn3HBAdzLjZPmaShe-umRpSU9qljFaiZH-at2JQzBhF0odx/s320/download+%25282%2529.png" width="320" /></a></span><br />
<span style="color: lime;"><br /></span>
hasil compilernya<br />
<span style="color: lime;"> <a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgXD4s90uCcsV8P6Csz1ErEh8CIZVSkrO2RybP6NYjOUhRz7K9y7-3AuF4a3m77jVLPDfGzBujBq-9hPVGfznGdkHK17ZpIfX0a4WjjTTU-EfJwiV-80utG2u2mj7pyVSeD4c_F_nkn4kp4/s1600/download+%25283%2529.png"><img border="0" height="160" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgXD4s90uCcsV8P6Csz1ErEh8CIZVSkrO2RybP6NYjOUhRz7K9y7-3AuF4a3m77jVLPDfGzBujBq-9hPVGfznGdkHK17ZpIfX0a4WjjTTU-EfJwiV-80utG2u2mj7pyVSeD4c_F_nkn4kp4/s320/download+%25283%2529.png" width="320" /></a></span>Anonymoushttp://www.blogger.com/profile/10941914755477247749noreply@blogger.com0tag:blogger.com,1999:blog-4401836057517591250.post-10469516407439109152017-06-15T21:48:00.001-07:002017-06-15T21:48:25.370-07:00workshop 8Perhatikan bahwa Anda dapat melewatkan banyak nomor dalam daftar dan masih berada dalam urutan menaik yaitu sebagai berikut :<br />
3 4 6 17 21 24 32 43<br />
Angka-angka ini meningkat saat Anda bergerak
melalui daftar dari kiri ke kanan. Bangunlah sebuah array yang berisi
angka-angka tersebut ? Kemudian lakukan pencarian biner (Binary Search)
untuk memeriksa apakah angka yang kita cari ada dalam daftar array
tersebut ?<br />
<br />
Source Code:<br />
#include <iostream><br />
#include <conio.h><br />
using namespace std;<br />
int main(){<br />
const int Ar[8] = {3,4,6,17,21,24,32,43};<br />
int tar;<br />
<br />
cout<<"masukan data yang dicari : ";<br />
cin>>tar;<br />
int awal=0, akhir=10, tengah;<br />
<br />
<br />
while (awal <= akhir)<br />
{ tengah = (awal + akhir)/2;<br />
if (tar > Ar[tengah] ) // descending ubah tanda > menjadi <<br />
{ awal = tengah + 1; }<br />
else if (tar < Ar[tengah]) // descending ubah tanda < menjadi ><br />
{akhir= tengah - 1;}<br />
else {awal = akhir +1;<br />
}<br />
}<br />
if (tar == Ar[tengah])<br />
{cout<<" Data ditemukan, Ke- "<<tengah+1<<endl;<br />
}<br />
else {<br />
cout<<"target tidak ditemukan "<<endl;<br />
}<br />
getch();<br />
<br />
}<br />
<span style="color: lime;"><br /></span>
hasil c++nya<br />
<span style="color: lime;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgvBEh-YlwdFhhwLFuzb3YGkp-5rQPmLStj6ItUFbSjAIZCg8rYpJZ2EiNciQRBo2vMUbWZzevRWiJaCcueLVbUKbct_-Sa-HNcWdB9XBEc5H3M7YUEDPfCKhmQdiLGgbHgJfaN95PtETzM/s1600/download.png"><img border="0" height="216" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgvBEh-YlwdFhhwLFuzb3YGkp-5rQPmLStj6ItUFbSjAIZCg8rYpJZ2EiNciQRBo2vMUbWZzevRWiJaCcueLVbUKbct_-Sa-HNcWdB9XBEc5H3M7YUEDPfCKhmQdiLGgbHgJfaN95PtETzM/s320/download.png" width="320" /></a></span><br />
<span style="color: lime;"><br /></span>
<span style="color: lime;"><span style="color: black;">hasil cmpilernya</span></span>
<span style="color: lime;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh5AOX_DZnvVbwbl1vQSH-0d-tdy6JxlGSdpgd3TXBDa1xRl4RbRWHSA0QKFQafVZE3galNP-BLdQ5nic2O1VhjQMeyJMxMTHPuAxAQESA4z8ghn3DSv5nnbPv5BQBSvfHPaJBarG6xLBFN/s1600/download+%25281%2529.png"><img border="0" height="164" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh5AOX_DZnvVbwbl1vQSH-0d-tdy6JxlGSdpgd3TXBDa1xRl4RbRWHSA0QKFQafVZE3galNP-BLdQ5nic2O1VhjQMeyJMxMTHPuAxAQESA4z8ghn3DSv5nnbPv5BQBSvfHPaJBarG6xLBFN/s320/download+%25281%2529.png" width="320" /></a></span>Anonymoushttp://www.blogger.com/profile/10941914755477247749noreply@blogger.com0tag:blogger.com,1999:blog-4401836057517591250.post-3600479746164758482017-06-15T21:42:00.000-07:002017-06-15T21:42:29.584-07:00workshop 7<span style="color: lime;">. <span style="color: black;">Buatlah algoritma dan subprogram yang cara kerjanya seperti procedure insert di atas.</span></span><br />
Misalkan : kata1 = “Algoritma Pemrograman”<br />
kata2 = “dan “<br />
Outputnya :<br />
kata3 = “Algoritma dan Pemrograman”<br />
Coba lakukan secara manual huruf demi huruf dari kata2 yang disisipkan ke kata1.<br />
Perhatikan letak indeks dari kata1 yang akan memperoleh tambahan kata2.<br />
<br />
Algoritma:<br />
<br />
<br />
Judul = { Program Meyisipkan kata }<br />
Deklarasi<br />
i=integer<br />
Algoritma =<br />
Read (i)<br />
for(int i=1;i<=1;i++)<br />
Write (“Masukkan kata1”)<br />
End for(int j=1;j<=1;j++) then<br />
Write(“Masukkan kata2”)<br />
Write(“Masukkan kata1”)<br />
<br />
contoh dari raptornya<br />
<img class="CSS_LIGHTBOX_SCALED_IMAGE_IMG" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhggiozHsvcbJIPZ5WwhB0d6dK591rJ-Je__PG3BBmkyOjAbaxLhwF2ww386kEv5KhuKpjwHqCRh2cW_KBUzUHthb0J0TzFG-gobmUKsE0JBrmHc2Ncr6XaobuOf8tzlKot0LYs2VTr0u11/s1600/workshop+1+raptor+lanj.png" style="height: 400px; width: 324px;" /><br />
contoh dari c++nya<br />
<img class="CSS_LIGHTBOX_SCALED_IMAGE_IMG" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhjOIm3YXo2OkwGJ5g5IMVqZoFrhacFuvFYWQUlyYFx9Y_GiBwv9_FW4pUkuYNFpbq-EhLs_09EDd4kfo-1Ci3NjhQa5za5lCHZmRDm5rd-v8CwtZVdU7pBWywCflNahSAB9uZ5IUjKXW_g/s1600/workshop+1.png" style="height: 192px; width: 400px;" /><br />
hasil compilernya<br />
<br />
<img class="CSS_LIGHTBOX_SCALED_IMAGE_IMG" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg6UQ0O0STlYjLRGU45BZ8h_2m_kLPrkEYLUZ-bjP38LS1zMhHFoqh2A1J-vyaUwX0xgxSbli57p-rVdFK4EdoxvbvRK8D2eIUSmThArXbZn57PH65tBufnqGGNXuU-F79AVjkAktqkalKB/s1600/workshop+1+out.png" style="height: 198px; width: 400px;" /> Anonymoushttp://www.blogger.com/profile/10941914755477247749noreply@blogger.com0tag:blogger.com,1999:blog-4401836057517591250.post-57484359663558239932017-06-15T21:30:00.003-07:002017-06-15T21:30:38.925-07:00workshop 7Buatlah algoritma dan subprogram yang cara kerjanya seperti function pos di atas.<br />
AlgoritmaDeklarasi Subprogram<br />
c,i,j,kali,proses,masuk,hasil=integer<br />
Deskripsi<br />
Void masuk(c[20],b[20])<br />
For(i=1;j<=2;i++) then<br />
For(j=1;j<=3;j++)then<br />
Write(“Vaktor A”)<br />
Write(“Vaktor B”)<br />
Void proses(c[20],b[20])<br />
Write(“Vaktor A”)<br />
For(i=1;j<=2;i++) then<br />
For(j=1;j<=3;j++)then<br />
Write(b)<br />
Write(“Vaktor B”)<br />
For(i=1;j<=2;i++) then<br />
For(j=1;j<=3;j++)then<br />
Write(c)<br />
Write(“Vaktor C”)<br />
For(i=1;j<=2;i++) then<br />
For(j=1;j<=3;j++)then<br />
Hasil<-b+c<br />
Write(hasil)<br />
Write(“Vaktor Hasil Kali”)<br />
For(i=1;j<=2;i++) then<br />
For(j=1;j<=3;j++)then<br />
Kali<-b*hasil<br />
Write(Kali)<br />
Write(“Banyak Elemen”)<br />
Int main()<br />
Write(“Menghitung Vaktor”)<br />
Masuk(b,c)<br />
Proses(b,c,hasil,kali)<br />
Return 0;<br />
<span style="color: lime;"></span><br />
<span style="color: lime;"><span style="color: black;">hasil raptornya</span></span><br />
<span style="color: lime;"><span style="color: black;"><img class="CSS_LIGHTBOX_SCALED_IMAGE_IMG" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhgcyJT-nQoAHJ48I3sgcl8aPR5WeASIK8Tl_g8cja2wu8ggdW5e8gHwd-DF4bdiEgMhGh87bus5BZBnILm-KaK3ZfXhezvus_3Xx9HUP1A3ePGebmVbYwbsURnOisyEBbXrwb4S1yYsiS7/s1600/raptor.png" style="height: 272px; width: 400px;" /> </span></span><br />
<span style="color: lime;"><span style="color: black;"><img class="CSS_LIGHTBOX_SCALED_IMAGE_IMG" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjweTHBHxD5A9xRpyyR3nefYljyyEDbnEoRr_Iq1-Z3r3kKX60vCkC-nb_6Ry4RJ8_6HrNpMj0uDoWDzzeRRGB4NWq75JoU_0GGIi8SvM_eKpQ0sKMbyG6YPFQWtnImMmgVRt5ib4vwj4-M/s1600/raptor+lanj.png" style="height: 209px; width: 400px;" /> </span></span><br />
<span style="color: lime;"><span style="color: black;"><img class="CSS_LIGHTBOX_SCALED_IMAGE_IMG" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjGRU8-WltVaHikWIZ5OWllg1pI3vcYPKgwh1xckEoxnMSjfA3f97v_jNgKCr-M5rjV9mYcKxCZYHcr_blmd1xL1PIGT6e0HoW5FF9ow9sLGPqJTqzSNm023aPsEVWOa5u_3D0HHBbG1xRR/s1600/raptor+lanj...png" style="height: 400px; width: 287px;" /> </span></span><br />
<span style="color: lime;"><span style="color: black;"><img class="CSS_LIGHTBOX_SCALED_IMAGE_IMG" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh2F12ijg4bTYFcoRjUSjWiS-mDux0_8xoc5BGImMBT596nT7ZdVy2itdpW42NHhxRwKE1LYdkggaoDHGHwiv2nzo0vTXHDxpANZJE9QkqF8H0LT_sklSBSQU_LW6msQyHmJQvycKVpbPQq/s1600/raptor+lanj.....png" style="height: 295px; width: 400px;" /> </span></span><br />
<br />
<span style="color: lime;"><span style="color: black;">hasilc++nya</span></span><br />
<br />
<span style="color: lime;"><span style="color: black;"> </span></span><br />
<br />
<img class="CSS_LIGHTBOX_SCALED_IMAGE_IMG" height="640" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhAcJ_wETm88C2y0W34Vxm22W4qv0IgtxT-uZoiEWDlXYovFAJUQeYG_YmndTHkib4O_-flHSHmpkjZkYQTn4OGKplmy-YYNgQ7xsuQhyEvZxMi24BRnlN4rHMmxYnOHAd0bF-Fbz14pMI-/s640/diktat+1+lanj.png" style="height: 400px; width: 369px;" width="590" /><br />
hasil compilernya<br />
<img class="CSS_LIGHTBOX_SCALED_IMAGE_IMG" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjI9AsnRe6wp8PPO4DkaiN8HZPzVEjcESA-kWd8gB3u4Iqj6Y0ZS6KW2gJ0zmswdROW3dYruY_mz5_Y5-Gnv3vg-OshWimZRWEe1p_w2CebbEc6a3gMhw-uHMhpbs6rAYBufNEeOZLCC9Vr/s1600/diktat+1+out.png" style="height: 199px; width: 400px;" /> Anonymoushttp://www.blogger.com/profile/10941914755477247749noreply@blogger.com0tag:blogger.com,1999:blog-4401836057517591250.post-56168160188610728992017-06-15T21:22:00.004-07:002017-06-15T21:22:54.651-07:00workshop 6Menghitung permutasi<br />
<span style="color: lime;"></span><br />
<span style="color: lime;"><br /><span style="color: black;">hasil c++nya</span></span><br />
<br />
<img class="CSS_LIGHTBOX_SCALED_IMAGE_IMG" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiscAD8zdNOgEqJ3seEi04KG99gamT0H8vwMVjAJqrCk8_QMoWnRN5JqYDdhv4V5mrFcrI-l3MFxAf4xGFwFld3-L9eurk1wbJi0t0ke-ybjUwr7SslRFzQ-KhJEOYVVqZ5tIEH6qMIWBIz/s1600/nomer+10.png" /><br />
<br />
hasil compilrnya<br />
<img class="CSS_LIGHTBOX_SCALED_IMAGE_IMG" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh_K9QIyayImW_xQR_1DcGduXvTu6cJe4ONohVbsZf0pD4mL4Hioi5bEcvj9AXk9_f0O6bw2Won86tBlxt8pk0HPdKVUBustsLIFpDXXeTmqs4KoSWm-0gFyWz0vfoU69murtuCvlMmWL0p/s1600/nomer+10+c.png" style="height: 198px; width: 400px;" /> Anonymoushttp://www.blogger.com/profile/10941914755477247749noreply@blogger.com0tag:blogger.com,1999:blog-4401836057517591250.post-72825786142482096432017-06-15T21:19:00.002-07:002017-06-15T21:19:33.143-07:00workhshop 6.Menghitung kombinasi<br />
<br />
hasil c++nya<br />
<img class="CSS_LIGHTBOX_SCALED_IMAGE_IMG" height="380" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi2HhdYLRrqOFfwCqwNgK1z9mOoZ1N4hYlXcnRv8I8vp0I6y2gKMXTBM97UCGQy2HgKSkUUYWKSmYCv6rBU6ZyuQV_-aNqWaxBiZhoccjGsORf1ZlQvG4zM4XXgJCnzwTzrgCUB-5Snh5JG/s640/nomer+9.png" style="height: 238px; width: 400px;" width="640" /> <br />
hasil compilernya<br />
<img class="CSS_LIGHTBOX_SCALED_IMAGE_IMG" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhoGi_xiWz7mp7oXZT9KJuxhN6k7WH_XKmTZybhDM13yL7QLpzjQDsksLI61L1MtMjjR8K1Nity3e7NNfUBiH5kfGW9dho4UcUNIH6nwtlccFSDBHS1rLrnJQC38pL1a_MogR6shk5iC25r/s1600/nomer+9+c.png" style="height: 199px; width: 400px;" />Anonymoushttp://www.blogger.com/profile/10941914755477247749noreply@blogger.com0tag:blogger.com,1999:blog-4401836057517591250.post-40766768655788986492017-06-15T21:17:00.001-07:002017-06-15T21:25:29.976-07:00workhsop 6Kasus 5.2. Buatlah fungsi yang menentukan nilai terbesar dari 2 bilangan bulat.<br />
<span style="color: lime;"></span><br />
<span style="color: lime;"><br /></span>
<span style="color: lime;"><span style="color: black;">hasil raptornya</span></span><br />
<span style="color: lime;"><span style="color: black;"><img class="CSS_LIGHTBOX_SCALED_IMAGE_IMG" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh1dCo_W38YM57NmiaMwtd4oS2vOZIGC8nbCfMr_Wa79qdU6rLhbIyJFmyG51a7rYDIvU41IGchGigp7yMoAyKY2qA3A_j4laXnO2e5nXpSLd9fJM4nT7VBkwuNWvUMe-kcWx54kYRWEHVh/s1600/kasus+5.2+rap.png" style="height: 214px; width: 400px;" /> </span></span><br />
<span style="color: lime;"><span style="color: black;"> </span></span><br />
<span style="color: lime;"><span style="color: black;"><img class="CSS_LIGHTBOX_SCALED_IMAGE_IMG" height="593" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiIAnj6kCBtxC-A4b4PTlbfrldCnG2vhkPttUgWWfwJ6R_SCuTT3Xg-yntAgk2KfR0HvQtARinIv4Bumc7Y7a2nW5GL-jBiBXCq6g3Np26kEqs_KfMw-90nRMNHHGSn7QNK6SKE87TgOi8p/s640/kasus+5.2+rap2.png" style="height: 371px; width: 400px;" width="640" /> </span></span><br />
<span style="color: lime;"><span style="color: black;"><img class="CSS_LIGHTBOX_SCALED_IMAGE_IMG" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgLdGudYrrblAs8JMgjaNy63LqGbBZPtTzI4KRszOratrEZNPVcgC92bmpCbDXQ-qgZUSYwGD9KrAx88UCSh2C96L1PnRivUVzEAEddwR1hT2VTRgHhWMiu2J_t60o1kwfJxt3Cj7mkC5BT/s1600/kasus+5.2+rap3.png" style="height: 254px; width: 400px;" /> </span></span><br />
<br />
<span style="color: lime;"><span style="color: black;">hasil c++nya</span></span><br />
<span style="color: lime;"><span style="color: black;"><img class="CSS_LIGHTBOX_SCALED_IMAGE_IMG" height="329" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhJsBrU61vh2s1qKAa_eKodMDuNrarRI__MWIHDlq3pZRjR6b51UctBs-iFTVViLMjmv4BXBAN8wAN5qwZjxm18NTSe4ClV7k6NQjb14ys8CdzE4ZdN01gAlWN9XdHPUXMUbAXS5OOZL-GW/s640/kasus+5.2.png" style="height: 206px; width: 400px;" width="640" /> </span></span><br />
<span style="color: lime;"><span style="color: black;">hasil compilernya</span></span><br />
<br />
<img class="CSS_LIGHTBOX_SCALED_IMAGE_IMG" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi_tlssnq3CDdwfjqAZlmxNdN4k2GNOGPE67gOrMz5wl2o-xBGwepbNzu8P6looAsVE1qtS4LJq70fAZOMm_nkuc7zCNSY6scY_l5oyGJ9a0Yh-z2nrmLLcXlCpjwfcyVfwKSdqV48D3OMZ/s1600/kasus+5.2+c.png" style="height: 173px; width: 400px;" /><br />
Anonymoushttp://www.blogger.com/profile/10941914755477247749noreply@blogger.com0tag:blogger.com,1999:blog-4401836057517591250.post-53707891901455806722017-06-15T21:13:00.000-07:002017-06-15T21:13:08.686-07:00workshop 6Menghitung tinggi segitiga<br />
berikut hasil c++
<br />
<br />
<img class="CSS_LIGHTBOX_SCALED_IMAGE_IMG" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj8Df0redVkU3CmraeFJVHCm7tjKy2oWbnkK9CMepGu5C61xI6cW7Pe8RDsWiayhXswxg-DuyzW2EXP1ehI9u_F8GmQMamFHUda-TOqKbD8W3uczs_does_g3yPGYOTchCcd1m7rcoxeso7/s1600/nomer+8.png" style="height: 388px; width: 400px;" /><br />
<br />
hasil compilernya<br />
<br />
<img class="CSS_LIGHTBOX_SCALED_IMAGE_IMG" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhdJf8lRcauh4ipjXKhVNm8M6GM0aanQhVm8BAFTwsj347aDPk42K6bPxmvVIiBq0cXtFrPe0ovWYEksJth955430EJEcNCg6VztxTaBHO4DE5R9C8htPxSmDgcnnaaU5P_Dckc82i0Uud4/s1600/nomer+8+c.png" style="height: 202px; width: 400px;" /><br />
<br />
<br />
hasil raptornya<br />
<img class="CSS_LIGHTBOX_SCALED_IMAGE_IMG" height="388" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj3y3dE7cSjEXv3AXd8VqVYUyihLTORsEc_6D9jDM6damjJqrir5fRoutYqqOrmoLsyHrSW5YzlIn_NhY0GNG6XewE1aq4q_XtwLO3AHCVa9kkdSdAIlonUvHrVWd8jX6LiDhUjOfzABsam/s640/nomer+8+rap.png" style="height: 243px; width: 400px;" width="640" /><br />
<br />
<br />
<br />
<br />
<br />
<br />
<br />
<br />
<br />
<br />
<br />Anonymoushttp://www.blogger.com/profile/10941914755477247749noreply@blogger.com0tag:blogger.com,1999:blog-4401836057517591250.post-87128732464124756652017-06-15T21:04:00.001-07:002017-06-15T21:04:12.502-07:00workhsop 51. cetaklah bilangan 1 sampai dengan 4 menggunakan downto<br />
<span style="color: lime;"><span style="color: black;">berikut hasil raptornya</span></span><br />
<span style="color: lime;"><span style="color: black;"><img class="CSS_LIGHTBOX_SCALED_IMAGE_IMG" height="396" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj4n1cl7W8qlQtXoT1KxycyAEyYjj2STE1QRtfTr4eAD97yRde1-pCrBY-0nH_RzT3iyQXhIFOab8UZ1wpWF5rWzdZ6r-mUew1XWTl7ezcMiAKaRLU7_HqNAxgIqIaZBr89ERawSnnjN2qI/s640/nomer+1+rap.png" style="height: 248px; width: 400px;" width="640" /> </span></span><br />
<br />
<span style="color: lime;"><span style="color: black;">hasil c++nya</span></span><br />
<span style="color: lime;"><span style="color: black;"><img class="CSS_LIGHTBOX_SCALED_IMAGE_IMG" height="195" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj5_tJI9Dh2dHjV5rJpAx7MbcxCbheuJkR5HVAId6lpY2JS2tF1zZgX1HLeYlWHB8Qvxro6DF1J4KGhJxQ5yJG1HMOX4qdZiJDE1Vt1okgOA1ArI0acP9ZSr7rA-bvHmiBwrVvYIGrmnHj2/s640/nomer+3.png" style="height: 122px; width: 400px;" width="640" /> </span></span><br />
<span style="color: lime;"><span style="color: black;">hasil complilernya</span></span><br />
<span style="color: lime;"><span style="color: black;"><img class="CSS_LIGHTBOX_SCALED_IMAGE_IMG" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiu0movsEVDXH1BjOzDSmyUiUnoswEQMFBNOJbsFO3dROJt1BNQDvw2WAdqv3FwG5Xh9cS3s8yno1DuHWpESmJnGZfn6poi1K_nvgJ3K_5R4h1lgCQnyjnSUFS51RS9IVtBT02YGBlOjD-d/s1600/nomer+2.png" style="height: 177px; width: 400px;" /> </span></span><br />
<span style="color: lime;"><span style="color: black;"> </span></span>Anonymoushttp://www.blogger.com/profile/10941914755477247749noreply@blogger.com0tag:blogger.com,1999:blog-4401836057517591250.post-3672873673508501172017-06-15T21:00:00.002-07:002017-06-15T21:00:36.870-07:00workshop 5Hitunglah nilai dari :<br />
1-1/2+1/3-1/4+...+1/n<br />
<br />
berikut hasil raptornya <br />
<br />
<img class="CSS_LIGHTBOX_SCALED_IMAGE_IMG" height="387" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh6kiyl1YIgIMCBgdG2OrPMUTS1ED1m60YJtwWOHjV9Bb0GT9lVNSdra9EeTyk50VMTlvOLrduqObM4KDrSs6vn1zIjRLIIx4UMhEcQvvwgGJF9Ub8P5Dq5B52CwRPh2di3CgCOCa1_VVey/s640/nomer+4+rap.png" style="height: 242px; width: 400px;" width="640" /> <br />
<br />
hasil c++nya<br />
<img class="CSS_LIGHTBOX_SCALED_IMAGE_IMG" height="449" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgOE_SCxTmzUVv-Ns9wnmArp730oHNgNyyvZjlm8c5GEkr6yX5Q7fLZF0T0Q9giDGvtshzx9EUN0XGJ5_V7vzfPmkrYfti13GbQpkXWm74h7rTgGq2GPzXk82LR2hkRJX1oxaepLsIY8IX9/s640/nomer+4+lanj.png" style="height: 281px; width: 400px;" width="640" /><br />
<br />
hasil compilernya<br />
<img class="CSS_LIGHTBOX_SCALED_IMAGE_IMG" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh07CC3EYQnoSxVTK9es69L5tvmw800wbn_5j46MOqCektkLGf2ApoMP9Gy00U6DIYcfNUWH0tIawiJ9ypl8vUTKYaX49sHdCnmiEVxFJiKB1oqrRrJKaMBkQe99xxIDZR3Ua6VjPTbaq9Y/s1600/nomer+4+c.png" style="height: 195px; width: 400px;" /> Anonymoushttp://www.blogger.com/profile/10941914755477247749noreply@blogger.com0tag:blogger.com,1999:blog-4401836057517591250.post-56833972972475163452017-06-15T20:57:00.002-07:002017-06-15T20:57:42.372-07:00workshop 55. Buatlah algoritma dan program untuk menghitung nilai dari permutasi dan kombinasi n<br />
buah bola yang diambil r bola.<br />
Petunjuk :<br />
Rumus permutasi dan kombinasi adalah sebagai berikut :<br />
P(n,r)=n!/(n-r)! dan C(n,r)=n!/r!(n-r)!<br />
<br />
berikut hasil raptornya <br />
<br />
<img class="CSS_LIGHTBOX_SCALED_IMAGE_IMG" height="416" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhyRXQn7buaetS4BA0uEo2CIgZ-UgcGwGiP00WqrS3TLwq6fF-t3i9shPiQcSQ1ESWm1BNVNP9DHrCGS3iQea2m37bOHyLoGFjsF8r43cLHdU8ZJN7qRUoKVyLyDg_RFFrSGU9Kr-D2IoiL/s640/nomer+5+rap.png" style="height: 260px; width: 400px;" width="640" /><br />
berikut hasil c++nya<br />
<img class="CSS_LIGHTBOX_SCALED_IMAGE_IMG" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiz_5tllumDaKxs-yGOixSVHOO0xP0cMLWD1cqIQ-mXQMaEGKatnlyDjA64AkvCxe7m9hTfw_JCR-WdIgIqYQ4iQ6PRQIpZDUq8SaAd-4GVBLnjnWEH8nBVoSBkQLV0EAVJAysgs6i-iYGk/s1600/nomer+5.png" style="height: 356px; width: 400px;" /><br />
<img class="CSS_LIGHTBOX_SCALED_IMAGE_IMG" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEisEBFYPxhnjeTZXX534CFPxxoLKZOabEaiEFf6SDgGPNvZ4kfXNVe0Lq6WBveFkOm2vTRiGEZU0n-WUiiQ8imD4gpNWb07ahcRwGkmk3KGn-vaqggkVxZKcpxvHBD8ZwqeiiSNFcMTG9Ip/s1600/nomer+5+lanj.png" style="height: 304px; width: 400px;" /><br />
dan berikut hasil compilernya<br />
<img class="CSS_LIGHTBOX_SCALED_IMAGE_IMG" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjVjcEc0SgpvF6l30_hzaCuZHiKbJmsjjT3zHJTs0tvSyEhKtgikMXuJwxbgHh2vbqA4PFn06ZndXw9UhJ0UUORXym14AH3l24Tsx8zAI5CqOxKteUNJRr_YeJcqpO0wi0gjRgY_5_6SN37/s1600/nomer+c.png" style="height: 186px; width: 400px;" /> <br />
<br />
<br />Anonymoushttp://www.blogger.com/profile/10941914755477247749noreply@blogger.com0tag:blogger.com,1999:blog-4401836057517591250.post-4362287500774864712017-06-15T20:50:00.000-07:002017-06-15T21:35:45.191-07:00workshop 5 <span style="color: lime;"> <span style="color: black;">buatlah translasi dalam bahasa C untuk algoritma 4.5. Apakah diperlukan modifikasi</span></span><br />
algoritma ?<br />
Source Code:<br />
#include <stdio.h><br />
#include <stdlib.h><br />
// Tidak perlu modifikasi algoritma<br />
<br />
int main(int argc, char *argv[]) {<br />
printf("\t\t\tPROGRAM MENENTUKKAN HARI.\n\n\n");//Algoritam menentukan hari<br />
//{masukkan integer 1 sampai 7, akan ditentukan hari apa yang sesuai}<br />
int hari; //Deklarasi hari= integer;<br />
printf("masukan hari ke- "); //Deskripsi<br />
scanf("%d", &hari); //read(hari);<br />
<br />
switch (hari) //case(hari) of<br />
{<br />
case 1:puts("hari senin"); break; //1:hari<-'senin';<br />
case 2:puts("hari selasa"); break; //2:hari<-'selasa';<br />
case 3:puts("hari rabu"); break; //3:hari<-'rabu';<br />
case 4:puts("hari kamis"); break; //4:hari<-'kamis';<br />
case 5:puts("hari jumat"); break; //5:hari<-'jumat';<br />
case 6:puts("hari sabtu"); break; //6:hari<-'sabtu';<br />
case 7:puts("hari minggu"); break; //else hari<-'minggu';<br />
<br />
default:puts("kode salah"); //endcase<br />
} //write(hari)<br />
return 0;<br />
}<br />
<span style="color: lime;"><br /></span>
<span style="color: lime;">Dev C++:</span><br />
berikut hasil raptornya<br />
<img class="CSS_LIGHTBOX_SCALED_IMAGE_IMG" height="300" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgSXICtxg0Hpyvhzu7EHrSWZVZbZlEmVV4qoz3oeqMOXk1HEJz3krWFnBtWQpWq-QLVrPzTVh2ctgO1tDTt7haJdT8MgQ8DNizr_FnNgB1g9atlcawzQjmNHeLfqSgBlltrCpuPK15Lussa/s640/nomer+2+rap.png" style="height: 188px; width: 400px;" width="640" /> <br />
<br />
berikut hail c++nya<br />
<img class="CSS_LIGHTBOX_SCALED_IMAGE_IMG" height="240" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi8q8nyqzsr-1x9uSpqUVZSh0x0GrCVKjDBY_wDhS2iW5bFlwCtlf3iG-0yfWYglupeZPgT9q2j090q47kSW8oSvvNrvf7gNBNDT3jwTarEsi2B8lI0DU4nJwqjJfe9OjsV7WSEwktXaYEz/s640/nomer+2+%25281%2529.png" style="height: 150px; width: 400px;" width="640" /><br />
<br />
hasil compilernya<br />
<img class="CSS_LIGHTBOX_SCALED_IMAGE_IMG" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhx4pMN1K8C8UXrxzUm60BB71c4Jja6CEzW0sFtP7qFUXMktWFefYKvcv6NuZY3qlS1wXUd4mDmY8L9j88JoIovssdc73Te5hjDJqswvbz1NzmK_exaXgMJKuwyPIRm3cTn0zTe3Mr_EZOU/s1600/nomer+2+c.png" style="height: 190px; width: 400px;" /> Anonymoushttp://www.blogger.com/profile/10941914755477247749noreply@blogger.com0tag:blogger.com,1999:blog-4401836057517591250.post-38579200946689494672017-04-12T06:31:00.000-07:002017-04-12T06:31:34.734-07:00tugas 03 mempercantik web dengan cssTugas kali ini mengedit tugas ke 2 kemarin menggunakan CSS. untuk sourcenya sendiri bisa dilihat dibawah ini<br />
<br />
hasilnya kurang lebih seperti ini<br />
berikut source htmlnya<br />
<html><br /><head><br /><title>Pendaftaran</title><br /></head><br /><style type="text/css"><br />.ds {<br />font-family:arial;<br />color:blue;<br />}<br />.footer {<br />color:red;<br />font-family:Times;<br />font-style:bold;<br />}<br /><br /></style><br /><body><br /><center> <font face="arial" size="30px"><br /><table width="950" cellpadding="5"><br /><tr><br /><td colspan="2"><img src="kampus4.png" height="300"width="950"></td><br /></tr><br /><tr><br /><td colspan="2" bgcolor="A31E39"></td><br /></tr><br /><tr><br /><td width="200px" bgcolor="blue"><br /><ul><br /><li>Beranda</li><br /><li>Kontak</li><br /><li><font color="red">Pendaftaran</font></li><br /></ul><br /></td><br /><td bgcolor="D6E4E1"><br /><h3><span class="ds">Form Pendaftaran</span></h3><br /><form action="" method="POST"><br /><table cellpadding="3"><br /><tr><br /><td>NIM</td><br /><td><input type="number" name="nim"></td><br /></tr><br /><tr><br /><td width="90px">Nama</td><br /><td><input type="text" size="30" name="nama" placeholder="nama…"></td><br /></tr><br /><tr><br /><td>Agama</td><br /><td><select name="agama"><br /><option>Islam</option><br /><option>Protestan</option><br /><option>Katholik</option><br /><option>Hindu</option><br /><option>Buddha</option><br /><option>Konghucu</option><br /></select></td><br /></tr><br /><tr><br /><td>Jenis Kelamin</td><br /><td><input type="radio" name="jenis_kelamin" value="pria">Pria</td><br /><tr><td></td><td><input type="radio" name="jenis_kelamin" value="wanita">Wanita</td></tr><br /></tr><br /><tr><br /><td>Alamat</td><br /><td><textarea rows=3 cols=40 name=”alamat”></textarea></td><br /></tr><br /><tr><br /><td>Asal Sekolah</td><br /><td><textarea rows=3 cols=40 name="asal_sekolah"></textarea></td><br /></tr><br /><tr><br /><td colspan="2" align="right"><button type="submit">Daftar</button></td><br /></tr><br /></table><br /></form><br /></td><br /></tr><br /><tr bgcolor="c1dad6"><br /><br /><td colspan="2" align="center" class="footer">&copy Fajar aji saputro | Teknik Informatika Universitas Ahmad Dahlan</td><br /><br /></tr><br /></table><br /></font> </center><br /></body><br /></html><br />
<br />
dan berikut hasilnya<br />
<img alt="" height="358" src="data:image/png;base64,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" width="640" /> Anonymoushttp://www.blogger.com/profile/10941914755477247749noreply@blogger.com0tag:blogger.com,1999:blog-4401836057517591250.post-16357155220287887922017-04-12T05:29:00.002-07:002017-04-12T07:35:25.844-07:00tugas pweb 4 form falidationUntuk Tugas kali ini adalah membuat form validasi, dimana jika
inputan berupa nama maka harus karakter, jika inputan adalah umur dan
nim maka harus angka<br />
<br />
untuk source html bisa dilihat disini:<br />
:<br />
<br />
<!DOCTYPE html><br />
<html><br />
<head><br />
<meta charset="utf-8"><br />
<title>Pendaftaran</title><br />
<style media="screen"><br />
#val, #valu, #valn, #valg{<br />
font-size: 10px;<br />
color: blue;<br />
}<br />
</style><br />
</head><br />
<body><br />
<form class="" name="pendaftaran" action="pendaftaran.php" method="post" onsubmit="return validate()"><br />
<table><br />
<tr><br />
<td>Nama</td><br />
<td>:</td><br />
<td><input type="text" name="nama" placeholder="Misalkan : Andi" value="" onfocus="hapusnama()"></td><br />
<td><div id="val"></div></td><br />
</tr><br />
<tr><br />
<td>Umur</td><br />
<td>:</td><br />
<td><input type="text" name="umur" value="" onfocus="hapusu()"></td><br />
<td><div id="valu"></div></td><br />
</tr><br />
<tr><br />
<td>NIM</td><br />
<td>:</td><br />
<td><input type="text" name="nim" value="" onfocus="hapusn()"></td><br />
<td><div id="valn"></div></td><br />
</tr><br />
<tr><br />
<td>Gender</td><br />
<td>:</td><br />
<td><select class="" name="gender" onfocus="hapusg()"><br />
<option value="">Pilih</option><br />
<option value="laki-laki">Laki-Laki</option><br />
<option value="perempuan">Perempuan</option><br />
</select></td><br />
<td><div id="valg"></div></td><br />
</tr><br />
<tr><br />
<td></td><br />
<td colspan="2"><input type="submit" name="" value="Submit" onclick="validate()"><input type="reset" name="" onclick="hapus()" value="Reset"></td><br />
</tr><br />
</table><br />
</form><br />
<script type="text/javascript"><br />
function validate() {<br />
var g = document.forms["pendaftaran"]["nama"].value;<br />
var nim = document.forms["pendaftaran"]["nim"].value;<br />
var umur = document.forms["pendaftaran"]["umur"].value;<br />
var gender = document.forms["pendaftaran"]["gender"].value;<br />
var char = /[A-Za-z]|\./;<br />
var numbers = /[0-9]|\./;<br />
if(!g.match(char))<br />
{<br />
document.getElementById('val').innerHTML = "Nama harus berupa huruf";<br />
}<br />
if(!nim.match(numbers))<br />
{<br />
document.getElementById('valn').innerHTML = "Nim harus berupa angka";<br />
}<br />
if(!umur.match(numbers))<br />
{<br />
document.getElementById('valu').innerHTML = "Umur harus berupa angka";<br />
}<br />
if(gender == "")<br />
{<br />
document.getElementById('valg').innerHTML = "Gender harus diisi";<br />
}<br />
if(g == "" || nim == "" || umur == "" || gender == "")<br />
{<br />
return false;<br />
}<br />
<br />
}<br />
function hapus() {<br />
document.getElementById('val').innerHTML = "";<br />
document.getElementById('valn').innerHTML = "";<br />
document.getElementById('valg').innerHTML = "";<br />
document.getElementById('valu').innerHTML = "";<br />
}<br />
function hapusnama() {<br />
document.getElementById('val').innerHTML = "";<br />
}<br />
function hapusu() {<br />
document.getElementById('valu').innerHTML = "";<br />
}<br />
function hapusn() {<br />
document.getElementById('valn').innerHTML = "";<br />
}<br />
function hapusg() {<br />
document.getElementById('valg').innerHTML = "";<br />
}<br />
</script><br />
</body><br />
</html><br />
<br />
dan hasilnya seperti ini<br />
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiLNZrgni4cybIPFKCs7FaFnH2xsidB3zQiegJTT3SvF7KYAM1w7aT1tBFerYgNyC1sjIXoBXHBQsaOAdvDnmAoMdqOMfwK5tFjxd1obIQ16uiN493HTT3K-jO2jnNzr46qATL-0ZeAZsdt/s1600/nama.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="358" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiLNZrgni4cybIPFKCs7FaFnH2xsidB3zQiegJTT3SvF7KYAM1w7aT1tBFerYgNyC1sjIXoBXHBQsaOAdvDnmAoMdqOMfwK5tFjxd1obIQ16uiN493HTT3K-jO2jnNzr46qATL-0ZeAZsdt/s640/nama.png" width="640" /></a></div>
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berikut hasil jadinya<br />
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