Lintcode: Binary Representation

时间：2015-02-05 07:03:58 阅读：147 评论：0 收藏：0 [点我收藏+]

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Given a (decimal - e g  3.72) number that is passed in as a string,return the binary representation that is passed in as a string.If the number can not be represented accurately in binary, print “ERROR”

Example
n = 3.72, return ERROR

n = 3.5, return 11.1

For int part, similar approach of extracting numbers from int:

1. use %2 to get each digit from lowest bit to highest bit.

2. int right shift 1 position (=>>1).

3. construct the binary number (always add to the higher position of the current binary number)

Please refer to the code below for the process above.

For decimal part, use *2 approach. For example:

int n = 0.75

n*2 = 1.5

Therefore, the first digit of binary number after ‘.‘ is 1 (i.e. 0.1). After constructed the first digit, n= n*2-1

 1 public class Solution {
 2     /**
 3      *@param n: Given a decimal number that is passed in as a string
 4      *@return: A string
 5      */
 6     public String binaryRepresentation(String n) {
 7         int intPart = Integer.parseInt(n.substring(0, n.indexOf(‘.‘)));
 8         double decPart = Double.parseDouble(n.substring(n.indexOf(‘.‘)));
 9         String intstr = "";
10         String decstr = "";
11         
12         if (intPart == 0) intstr += ‘0‘;
13         while (intPart > 0) {
14             int c = intPart % 2;
15             intstr = c + intstr;
16             intPart = intPart / 2;
17         }
18        
19         while (decPart > 0.0) {
20             if (decstr.length() > 32) return "ERROR";
21             double r = decPart * 2;
22             if (r >= 1.0) {
23                 decstr += ‘1‘;
24                 decPart = r - 1.0;
25             }
26             else {
27                 decstr += ‘0‘;
28                 decPart = r;
29             }
30         }
31         return decstr.length() > 0? intstr + "." + decstr : intstr;
32     }
33 }

这道题还有一些细节要处理，我之前忽略了

比如：

Input

0.5

Output

.1

Expected

0.1

Input

1.0

Output

1.

Expected

Lintcode: Binary Representation

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原文地址：http://www.cnblogs.com/EdwardLiu/p/4273813.html

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