Given a 32-bit signed integer, invert the numbers in the integer.
Example 1:
Input: 123 Output: 321
Example 2:
Input: -123 Output: -321
Example 3:
Input: 120 Output: 21
Notice:
Suppose that our environment can only store 32-bit signed integers in the range [−2 31 , 2 31 − 1]. According to this assumption, if the inverted integer overflows, 0 is returned.
Idea 1: Use the reverse() method of StringBuilder that comes with java.
public static int reverse1(int x) { int tmp = Math.abs(x); StringBuilder sBuilder = new StringBuilder(); sBuilder.append(tmp); sBuilder = sBuilder.reverse(); if(Long.parseLong(sBuilder.toString())>Integer.MAX_VALUE) { return 0; } return x>0?Integer.parseInt(sBuilder.toString()):-Integer.parseInt(sBuilder.toString()); }
Idea 2: Calculate the reversed number, pay attention to the overflow problem
public static int reverse2(int x) { int tmp = Math.abs(x); long reverse=0; while (tmp>0) { reverse=reverse*10 + tmp%10; if(reverse>Integer.MAX_VALUE) { return 0; } tmp=tmp/10; } return (int)(x>0?reverse:-reverse); }GitHub address: https://github.com/xckNull/Algorithms-introduction