素数
有1到N   这样N个数 
 找出里面的质数的个数   计为A 
 求根号N   计为B 
 求A/B      不用做图形界面 
 要求实现输入N   自动计算A   B   A/B   并显示      
 诚心求问   第一次提问   
 先谢谢大家了
------解决方案--------------------不知道干吗用....   
 import java.util.*;   
 public class Sieve { 
 	public static void main(String[] s) { 
 		int n = 2000000; 
 		int count = sieveCount(n); 
 		double j = Math.sqrt(n); 
 		double result = count/j; 
 		System.out.println(count); 
 		System.out.println(j); 
 		System.out.println(result); 
 	}   
 	public static int sieveCount(int n) { 
 		BitSet b = new BitSet(n + 1); 
 		int count = 0; 
 		int i; 
 		for (i = 2; i  <= n; i++) 
 			b.set(i); 
 		i = 2; 
 		while (i * i  <= n) { 
 			if (b.get(i)) { 
 				count++; 
 				int k = 2 * i; 
 				while (k  <= n) { 
 					b.clear(k); 
 					k += i; 
 				} 
 			} 
 			i++; 
 		} 
 		while (i  <= n) { 
 			if (b.get(i)) 
 				count++; 
 			i++; 
 		} 
 		return count; 
 	} 
 }
------解决方案--------------------for example  
 void fun (int n) { 
     int a = 0; 
     double c, b = Math.sqrt(n); 
     boolean b; 
     for (int i=2; i <n; i+) { 
         b = true; 
         for (int j=2; j <=(int)Math.sqrt(i); j++) { 
             if (i%j == 0) { 
                 b = false; 
                 break; 
             } 
         } 
         if (b) { 
             a++; 
         } 
     } 
     c = a/b; 
     System.out.printf( "A=%d, B=%.2f, C=%.2f ", a, b, c); 
 }   
------解决方案--------------------爆汗 ,刚才的贴错了,请无视!-_-!! 
 import java.math.*; 
 public class SeekPrime { 
 	public static void main(String[] args) { 
 		SeekPrime sp = new SeekPrime(); 
 		int n = 50; 
 		int a = sp.numberOfPrime(n); 
 		double b = Math.sqrt(n); 
 		double result = a/b; 
 		System.out.println( "counter :  " + a); 
 		System.out.println(result); 
 	} 
 	public int numberOfPrime(int n) { 
 		int counterOfPrime = 0; 
 		for(int i = 1;i  <= n;i++) { 
 			boolean isPrime = true; 
 			for(int j = 2;j  < i;j++) { 
 				if(i%j == 0) { 
 					isPrime = false; 
 				} 
 			} 
 			if(isPrime) { 
 				System.out.println(i); 
 				counterOfPrime++; 
 			} 
 		} 
 		return counterOfPrime; 
 	} 
 }   
 运行结果: 
 1 
 2 
 3 
 5 
 7 
 11 
 13 
 17 
 19 
 23 
 29 
 31 
 37 
 41 
 43 
 47 
 counter : 16 
 2.262741699796952