NYOJ题目100 1的个数

时间:2024-01-18 08:34:38

aaarticlea/png;base64,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" alt="" />

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

感觉我脑洞太飘逸了...O(∩_∩)O哈哈~

坚决不重复造*、

AC代码:

 import java.util.Scanner;

 public class Main {

     public static void main(String[] args) {

         Scanner sc=new Scanner(System.in);
int times=sc.nextInt();
while(times-->0){
System.out.println(solve(sc.nextInt()));
} } public static int solve(int n){
return Integer.toBinaryString(n).replaceAll("0","").length();
} }

题目来源: http://acm.nyist.net/JudgeOnline/problem.php?pid=100