NYOJ之喷水装置(一)

时间:2022-08-28 21:01:00

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" alt="" />

----------------------------------------------------------------------------

AC代码:

 import java.util.Arrays;
import java.util.Scanner; public class Main { public static void main(String[] args) { Scanner sc=new Scanner(System.in);
int k=sc.nextInt();
while(k-->0){
int n=sc.nextInt();
double x[]=new double[n];
for(int i=0;i<x.length;i++){
x[i]=sc.nextDouble();
} Arrays.sort(x);
int ans=0;
double c=20;
for(int i=x.length-1;i>=0 && c>=0;i--){
c-=x[i]*2;
ans++;
}
System.out.println(ans);
} } }

题目来源: http://acm.nyist.net/JudgeOnline/problem.php?pid=6

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