2-Masalaning qo’yilishi:
17.
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Uchburchak uchlarining koordinatalari , va berilgan. Berilgan nuqta uchburchak ichida yotish yoki yotmasligi aniqlansin.
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)
#include
#include
using namespace std;
float s3(float x1, float y1, float x2, float y2, float x3, float y3){
return abs(x1*(y2-y3)+x2*(y3-y1)+x3*(y1-y2))/2;
}
int main()
{
float x1,x2,x3,x,y1,y2,y3,y;
cout<<"x="; cin>>x;
cout<<"x1="; cin>>x1;
cout<<"x2="; cin>>x2;
cout<<"x3="; cin>>x3;
cout<<"y="; cin>>y;
cout<<"y1="; cin>>y1;
cout<<"y2="; cin>>y2;
cout<<"y3="; cin>>y3;
bool dotIsIn = s3(x1,y1,x2,y2,x3,y3) == s3(x,y,x1,y1,x2,y2) + s3(x,y,x1,y1,x3,y3) + s3(x,y,x2,y2,x3,y3);
cout << (dotIsIn ? "Ichkarida" : "Tashqarida");
}
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