713-20 guruh alabasi Saidov Nozimning dasturlash fanidan bajargan labaratoriya mashg’uloti
BAJARUVCHI: SAIDOV NOZIM
TEKSHIRUVCHI: ODILBEK DAULETOV
7-mashq
Kvadratning yuzini va perimetrini hisoblovchi funksiya yarating. Ushbu funksiya yordamida a,b,c,d tomonga ega bo’lgan kvadratni hisoblang.
Kvadrat tenglamaning izdizlar sonini va ildizlarini aniqlovchi funksiya hosil qiling.
BAJARISH:
a) #include
#include
using namespace std;
void sum(int a);
int main()
{ int a,b,c,d;
cin>>a>>b>>c>>d;
sum(a);
sum(b);
sum(c);
sum(d);
return 0;
}
void sum(int a){
int s,p;
s = a*a;
p = 4*a;
cout<<"tomoni = "<
cout<<"yuzasi= "<
cout<<"perimetri= "<
}
using namespace std;
void sum(int a);
int main()
{
int a,b,c,d;
cin>>a>>b>>c>>d;
sum(a);
sum(b);
sum(c);
sum(d);
return 0;
}
void sum(int a){
int s,p;
s = a*a;
p = 4*a;
cout<<"tomoni = "<
cout<<"yuzasi= "<
cout<<"perimetri= "<
}
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)
b) #include
Do'stlaringiz bilan baham: |