Given an array of integers, every element appears three times except for one. Find that single one.

Note:
Your algorithm should have a linear runtime complexity. Could you implement it without using extra memory?

分析: 统计每一位1出现的个数,最后摸3求余数,1则置最终位为1

class Solution {
public:
int singleNumber(int A[], int n) {
// Note: The Solution object is instantiated only once and is reused by each test case.
int res = ;
int x, sum; for(int i = ; i < ; ++i){ sum = ;
x = (<<i); for(int j = ; j< n; ++j)
if(A[j]&x)
++sum; sum = sum%; if(sum == )
res |= x;
} return res;
}
};

LeetCode_Single Number II的更多相关文章

  1. 【leetcode】Single Number && Single Number II(ORZ 位运算)

    题目描述: Single Number Given an array of integers, every element appears twice except for one. Find tha ...

  2. 【LeetCode】264. Ugly Number II

    Ugly Number II Write a program to find the n-th ugly number. Ugly numbers are positive numbers whose ...

  3. 【题解】【位操作】【Leetcode】Single Number II

    Given an array of integers, every element appears three times except for one. Find that single one. ...

  4. LightOJ 1245 Harmonic Number (II)(找规律)

    http://lightoj.com/volume_showproblem.php?problem=1245 G - Harmonic Number (II) Time Limit:3000MS    ...

  5. [OJ] Single Number II

    LintCode 83. Single Number II (Medium) LeetCode 137. Single Number II (Medium) 以下算法的复杂度都是: 时间复杂度: O( ...

  6. [Locked] Strobogrammatic Number & Strobogrammatic Number II & Strobogrammatic Number III

    Strobogrammatic Number A strobogrammatic number is a number that looks the same when rotated 180 deg ...

  7. Single Number,Single Number II

    Single Number Total Accepted: 103745 Total Submissions: 218647 Difficulty: Medium Given an array of ...

  8. Ugly Number,Ugly Number II,Super Ugly Number

    一.Ugly Number Write a program to check whether a given number is an ugly number. Ugly numbers are po ...

  9. 1245 - Harmonic Number (II)(规律题)

    1245 - Harmonic Number (II)   PDF (English) Statistics Forum Time Limit: 3 second(s) Memory Limit: 3 ...

随机推荐

  1. Robot Framework web测试demo

    1.Open RIDE: ride.py 2.New Project: "File" -> "New Project" ,click "OK&q ...

  2. windows 编程—— 常用函数 与 操作

    目录: MessageBox() 和 PlaySound() 获得窗口 或屏幕大小 获得字体大小 输出文字 屏蔽和显示控制台窗口 1. MessageBox() 和 PlaySound() Messa ...

  3. SKTransition类

    继承自 NSObject 符合 NSObject(NSObject) 框架  /System/Library/Frameworks/SpriteKit.framework 可用性 可用于iOS 7.0 ...

  4. *candy——leetcode

    /* */ #include<iostream> #include<vector> //#include<algorithm> #include <windo ...

  5. JPDA 利用Eclipse和Tomcat进行远程调试 --转

    1 编辑tomcat\bin\catalina.bat  ,添加 rem =============================================================== ...

  6. JAVA/PHP/C#版RSA验签--转

    本文是上一篇文章的兄弟篇,上篇文章介绍了客户端的sdk中如何基于JAVA/PHP/C#使用RSA私钥签名,然后服务端基于JAVA使用RSA公钥验签,客户端签名/服务端验签的模式只能帮助服务端检查客户端 ...

  7. yii [error] [exception.CHttpException.404] exception 'CHttpException' with message 'Unable to resolve the request "favicon.ico".'

    yii使用中,发现runtime文件夹下出现这个错误信息 解决办法:在生成的APP程序根目录下建.htaccess文件(前提是需要开启apache重写,具体如何开,查资料咯) 然后配置如下 <I ...

  8. linux删除或隐藏命令历史记录history

    1.环境变量添加HISTCONTROL = ignorespace 在命令前面插入空格,这条命令会被 shell 忽略,也就意味着它不会出现在历史记录中.但是这种方法有个前提,只有在你的环境变量 HI ...

  9. NYOJ-129 并查集

    这个题基本上是并查集稍微一变, 只是加了一些判断条件而已,就是将点合并成树, 最后遍历一下, 统计一下有多少棵树, 如果不是1的话, 肯定不是树,所以,可以根据这个来判断 #include <s ...

  10. 《photoshop cc 新功能 生成图像资源》智能切图逆天啦!

    作为一个前端工程师切图这个步骤是必不可少的,方式多种多样,有和切图工具的,也有是把要切的图层元素或者组直接新建保存成文件的,现在photoshop cc2015,可以让你轻松切图,摆脱繁琐的切图步骤. ...