314-18 guruh talabasi Abduvohid Ergashev
9-variant
Integral hisoblashning trapetsiya usuli
Formulasi:
Funksiya : y = sin(x)/2
Dastur kodi:
package integral;
import java.util.Scanner;
public class integral {
public static void main(String[] args) {
System.out.println("y=sin(x)/2 funksiyaning a va b oraliqdagi integralini trapetsiyalar usulida hisoblash: ");
System.out.print("a=");
Scanner in = new Scanner(System.in);
int a = in.nextInt();
System.out.print("b=");
int b = in.nextInt();
integral(a,b);
}
static void integral(int a, int b){
double y;
y = (b-a)*(funksiya(a)+funksiya(b))/2;
System.out.println(String.format("Funksiyaning %d va %d oraliqdagi integrali: \n%f",a,b,y));
}
static double funksiya(int x){
return Math.sin(x)/2;
}
}
Dastur natijasi:
![](data:image/png;base64,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Do'stlaringiz bilan baham: |