Berilgan integralni Simpson hamda Monte-Karlo usulida hisoblang. Oraliqni bo’linish soni

1-Amaliy ish
Berilgan integralni Simpson hamda Monte-Karlo usulida hisoblang. Oraliqni bo’linish soni N , hamda sinovlar soni M ko’rsatilgan.

3.

[0,5;1,5]

10

160

#include

#include
#include
using namespace std;
float f(float x)
{
return (x*x+3*x+1)*tan(x-0.5);
}
int i,m;
float n,a,b,h,s;

int main()

{
cout<cout<cout<cin>>a;
cout<cin>>b;
cout<cin>>n;
h=(b-a)/n;
cout<m=int(n/2);
cout<for(i=1;i<=m;i++)
{
s+=f(a+(2*i-2)*h)+4*f(a+(2*i-1)*h)+f(a+2*i*h);
}
s=s*h/3;
cout<}

O ‘ZBEKISTON RESPUBLIKASI AXBOROT TEXNOLOGIYALARI VA KOMMUNIKATSIYALARINI RIVOJLANTIRISH VAZIRLIGI MUHAMMAD AL-XORAZMIY NOMIDAGI TOSHKENT AXBOROT TEXNOLOGIYALARI UNIVERSITETI

Algoritmlarni loyixalash fanidan
1-Laboratoriya ishi
Variant 3
Guruh: 416-19 TF
Bajardi: Erkinov A
Tekshirdi: Nasriddinov S
Toshkent–2021