Divide Two Integers leetcode java
题目:
Divide two integers without using multiplication, division and mod operator.
题解:
这道题我自己没想出来。。。乘除取模都不让用。。那只有加减了。。。我参考的http://blog.csdn.net/perfect8886/article/details/23040143
代码如下:
1 public int divide(int dividend, int divisor) {
2 if (dividend == 0 || divisor == 0) {
3 return 0;
4 }
5 boolean isNeg = (dividend > 0 && divisor < 0)
6 || (dividend < 0 && divisor > 0);
7 long a = Math.abs((long) dividend);
8 long b = Math.abs((long) divisor);
9 if (b > a) {
return 0;
}
long sum = 0;
long pow = 0;
int result = 0;
while (a >= b) {
pow = 1;
sum = b;
while (sum + sum <= a) {
sum += sum;
pow += pow;
}
a -= sum;
result += pow;
}
return isNeg ? -result : result;
}
Reference:
http://blog.csdn.net/perfect8886/article/details/23040143
Divide Two Integers leetcode java的更多相关文章
- 29. Divide Two Integers - LeetCode
Question 29. Divide Two Integers Solution 题目大意:给定两个数字,求出它们的商,要求不能使用乘法.除法以及求余操作. 思路:说下用移位实现的方法 7/3=2, ...
- Divide Two Integers leetcode
题目:Divide Two Integers Divide two integers without using multiplication, division and mod operator. ...
- Divide Two Integers —— LeetCode
Divide two integers without using multiplication, division and mod operator. If it is overflow, retu ...
- Java for LeetCode 029 Divide Two Integers
Divide two integers without using multiplication, division and mod operator. If it is overflow, retu ...
- LeetCode第[29]题(Java):Divide Two Integers
题目:两整数相除 难度:Medium 题目内容: Given two integers dividend and divisor, divide two integers without using ...
- Java [leetcode 29]Divide Two Integers
题目描述: Divide two integers without using multiplication, division and mod operator. If it is overflow ...
- LeetCode: Divide Two Integers 解题报告
Divide Two Integers Divide two integers without using multiplication, division and mod operator. SOL ...
- [LeetCode] Divide Two Integers 两数相除
Divide two integers without using multiplication, division and mod operator. If it is overflow, retu ...
- leetcode面试准备:Divide Two Integers
leetcode面试准备:Divide Two Integers 1 题目 Divide two integers without using multiplication, division and ...
随机推荐
- 一、django rest_framework源码之总体流程剖析
1 序言 有如下django代码,视图层: from django.http import HttpResponse from rest_framework.views import APIView ...
- 洛谷——P2936 [USACO09JAN]全流Total Flow
题目描述 Farmer John always wants his cows to have enough water and thus has made a map of the N (1 < ...
- [ 转载 ] Java基础12--基础学习总结——数组
java基础学习总结——数组 一.数组的基本概念 数组可以看成是多个相同类型数据组合,对这些数据的统一管理. 数组变量属引用类型,数组也可以看成是对象,数组中的每个元素相当于该对象的成员变量. 数组的 ...
- lamp 5.6.36 bug记录
后来发现另一个问题,php文字水印中文是乱码. 用yum安装lamp环境详见:https://blog.csdn.net/u010071211/article/details/80370201 在ce ...
- 百度乐播音乐真实地址查找api接口
1.百度乐播官网:http://lebo.baidu.com: 随便点击进去一个音乐界面,如:http://lebo.baidu.com/album/9036366 2.chrome浏览器右击'检查' ...
- CentOS7.4 关闭firewall防火墙,改用iptables
1.关闭默认的firewall防火墙 systemctl stop firewalld.service #停止firewall systemctl disable firewalld.service ...
- 解决springboot项目中@Value注解参数值为null的问题
1.错误场景: springboot项目中在.properties文件(.yml)文件中配置了属性值,在Bean中使用@Value注解引入该属性,Bean的构造器中使用该属性进行初始化,此时有可能会出 ...
- [UOJ430]line
首先有个暴力DP,设$s_i=\sum\limits_{j\geq i}w_j$,有$f_i=\min\limits_{l_i\lt j\leq i}f_{j-1}+s_{i+1}\max\{t_{j ...
- 鸟哥的私房菜:Bash shell(一)-Bash shell功能简介
Bash shell系列里,由变量谈起,先讲到环境变量的功能与修改的问题, 然后会继续提到历史指令的运用.接下来,就会谈一下『数据流重导向』这个重要概念, 最后就是管线命令的利用! 一 Bash s ...
- vijos 1894 二分
题意:在 Ninian 的花园里,有许多琼花,环绕着中间的凉亭.有 N 片琼花,组成一个环.Ninian 想在凉亭中发动 [セチの祈り] , 需要划分出三个区域的琼花,为了平均,要最大化面积最小的区域 ...