Muhammad al-Xorazmiy nomidagi Toshkent axborot texnologiyalar unversiteti 412-19 -guruh talabasi Djumabekov Sultanning ma’lumotlar tuzlimasi va algoritm fanidan bajargan mustaqil ishi
1.11. X=(x1,x2,…, xn) массивнинг минимал элемент қиймати ва индексини топинг. X массивнинг Y=(y1,y2,…,yn) массивга кўчириш ва минимал элемент ўрнига -1 қийматини жойлаштириш дастурини тузинг.
Dastur kodi :
#include
using namespace std;
int main()
{
int n;
cout << "Elementlar sonini kiriting : ";
cin >> n;
float x[n];
float y[n];
cout << "Elementlarni kiriting " << endl;
for (int i = 0; i < n; i++) {
cin >> x[i];
}
cout << "x massivi " << endl;
for (int i = 0; i < n;i++) {
cout << x[i] << " ";
}
float minValue = x[0];
int min_index = 0;
for (int i = 0; i < n; i++) {
for (int j = 0; j < n; j++) {
if (minValue > x[j]) {
minValue = x[j];
min_index = j;
}
}
}
cout << "\nminimal element = " << minValue << " index = " << min_index << endl;
for (int i = 0; i < n; i++) {
if (i == min_index) {
y[i] = -1;
}
else y[i] = x[i];
}
cout << "y massivi " << endl;
for (int i = 0; i < n;i++) {
cout << y[i] << " ";
}
cout << endl;
return 0;
}
Dastur natijasi :
2.11. S, S0 иккита сатр ва C-белги берилган. После каждого вхождения символа C в строку S сатрда барча С-белгидан сўнг S0 сатрни қўшиш дастрини тузинг.
Dastur kodi :
#include
using namespace std;
int main()
{
string S,X, S0;
char C;
cout << "S satrni kiriting : ";
getline (cin, S);
cout << "S0 so'zni kiriting : ";
cin >> S0;
cout << "C belgini kiriting : ";
cin >> C;
for (int i = 0; i < S.length(); i++){
if (S[i] == C) {
X += S0;
}
else X += S[i];
}
cout << "Natija : " << endl;
cout << X << endl;
return 0;
}
Dastur natijasi :
![](data:image/png;base64,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)
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