O‘ZBEKISTON RESPUBLIKASI AXBOROT TEXNOLOGIYALARI VA KOMMUNIKATSIYALARINI RIVOJLANTIRISH VAZIRLIGI
MUHAMMAD AL-XORAZMIY NOMIDAGI TOSHKENT AXBOROT TEXNOLOGIYALARI UNIVERSITETI
«Kompyuter injiniringi» fakulteti
Algoritmlarni loyihalashtirish fanidan
LABORATORIYA ISHI – 9-10
Mavzu: “Bo’lib tashla va xukmronlik qil” tamoyilidagi algoritmlar sinfi. Rekurent munosabatlar
Bajardi: CAL012-L1 guruhi talabasi
Do’sbekov Rudaki
Tekshirdi: Abdurahmanova Nigora Nurmuhammadovna
Toshkent 2020
Laboratoriya mashg’uloti №11-12.
Variant-4
4. Binar qidiruvdan foydalanib massivdan berilgan kalitga karrali kalitli elementni va solishtirishlar sonini toping.
#include
#include
using namespace std;
long long convertDecimalToBinary(int);
int main()
{
int n, binaryNumber;
cout << "9lik son kiriting: ";
cin >> n;
binaryNumber = convertDecimalToBinary(n);
cout << n << " 9lik = " << binaryNumber << " binar" << endl ;
return 0;
}
long long convertDecimalToBinary(int n)
{
long long binaryNumber = 0;
int remainder, i = 1, step = 1;
while (n!=0)
{
remainder = n%2;
cout << "Qadam " << step++ << ": " << n << "/2, Qoldiq = " << remainder << ", Xususiy = " << n/2 << endl;
n /= 2;
binaryNumber += remainder*i;
i *= 10;
}
return binaryNumber;
}
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)
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