此代码是我必须开发的项目的一部分。我需要编写一个java方法,将一个数字(基数为10)转换为n
基数中的另一个数字。这是该类的代码:
public class converter {
public int from_10_to_n(int base, int newbase) {
int k = 0;
String res = "";
String output = "";
do { //Below I explain what I'm doing here
base /= newbase;
k = base % newbase;
res += String.valueOf(k);
} while (base != 0);
for(int i=res.length()-1; i>-1; i--) {
output += res.charAt(i);
}
return Integer.parseInt(output);
}
我想以这种方式制作节目:
do {} while();
循环划分数字并将剩余部分保存在k中。然后我创建一个for循环来反转字符串res(它有提醒)。
顺便说一句,当我在我的主要方法中调用该方法时,我错过了最后一位数字。我的意思是:
converter k = new converter();
int e = k.from_10_to_n(a /*base 10 number*/, b /*Base n number*/);
System.out.println(a+" -> "+b+" is " + e);
使用此代码,如果我想将231转换为基数4,则结果为321
,而不是3213
。我检查了我的代码,但我找不到解决方案。有什么想法吗?
我和其他基地有同样的错误。例如31(基数10)是11111
(基数2),但我的程序返回1111
。
答案 0 :(得分:6)
翻转循环中前两行的顺序;通过先做分裂,你会失去第一个余数。但是你需要处理最后的剩余部分。
答案 1 :(得分:3)
问题在于:
base /= newbase;
k = base % newbase;
尝试使用一些实数,例如231和基数4。
base /= newbase
现在base
为57,您的k
将不正确。你应该先得到余数,然后除以:
k = base % newbase;
base /= newbase;
您的代码也存在一些样式问题,您应该考虑纠正:
base
并不真正拥有任何基础,只是输入值 - 可能会将其重命名为input
或类似的东西?答案 2 :(得分:0)
我们的十进制系统的字母表是" 0123456789"。 现在,基数为N的任意字母数字系统的字母表大 "#0#1#2#...#9#10#11#...#1234#...#N" 因此,总结,简化,增加输出的可靠性并进行测试:
/*
* Program FromBase10ToBaseN
* This program receives as input
* a positive integer number in base 10
* and outputs its encoding in arbitrary base N.
* The k-th symbol of the new base is denoted #k.
* Tests are provided.
* Jose (2016)
* evoljava.com
*/
package Programs;
import java.util.Random;
public class FromBase10ToBaseN {
private static final Random RANDOM = new Random();
public static void main(String[] args) throws Exception {
//Number in base 10
int inputValue = 9;
//New base
int N = 10;
reportFromBase10ToBaseN(inputValue, N);
inputValue = 100;
N = 10;
reportFromBase10ToBaseN(inputValue, N);
inputValue = 8;
//New base
N = 2;
reportFromBase10ToBaseN(inputValue, N);
inputValue = 129;
//New base
N = 128;
reportFromBase10ToBaseN(inputValue, N);
inputValue = 127;
//New base
N = 128;
reportFromBase10ToBaseN(inputValue, N);
//test with random numbers
for (int i = 0; i < 10; i++) {
inputValue = RANDOM.nextInt(1000);
//New base must be 2 or greater
N = 2 + RANDOM.nextInt(80);
reportFromBase10ToBaseN(inputValue, N);
}
}
private static void reportFromBase10ToBaseN(int inputValue, int N) {
String outputValue = fromBase10ToBaseN(inputValue, N);
int Backwards = fromBaseNToBase10(outputValue, N);
String isRight = "wrong";
if (inputValue == Backwards) isRight = "right";
System.out.println(inputValue + " in base 10 becomes "
+ outputValue
+ " in base " + N
+ " Backwards: " + Backwards
+ " " + isRight);
}
private static String fromBase10ToBaseN(int inputValue, int N) {
String res ;
String outputValue = "";
do {
res = "#" + String.valueOf(inputValue % N);
outputValue = res + outputValue;
inputValue /= N;
} while (inputValue != 0);
return outputValue;
}
//The input string denotes a number in base newBase
//The k-th symbol of the new base is denoted #k.
//Example: #10#0 in base 15 represents 150 in base 10
private static int fromBaseNToBase10(String inputValue, int N) {
if (inputValue.charAt(0) == '#') {
int outputValue = 0;
boolean correct = true;
int length = inputValue.length();
String token = "";
int power = 0;
//Tokenizing:
//Exmpl: #1#120#13#2 is separated into tokens 1 120 13 2
for (int i = length - 1; (i > -1) & correct; i--) {
char c = inputValue.charAt(i);
if (c != '#') {
token = c + token;
} else {
//tokens are evaluated
int p = Integer.parseInt(token);
//Detecting the presence of an alien symbol
if (p >= 0) {
outputValue
= (int) (outputValue + p * Math.pow(N, power));
power++;
} else {
outputValue = -1;
correct = false;
}
token = "";
}
}
return outputValue;
} else return -1;
}
}//End of Program FromBase10ToBaseN
OUTPUT:
9 in base 10 becomes #9 in base 10 Backwards: 9 right
100 in base 10 becomes #1#0#0 in base 10 Backwards: 100 right
8 in base 10 becomes #1#0#0#0 in base 2 Backwards: 8 right
129 in base 10 becomes #1#1 in base 128 Backwards: 129 right
127 in base 10 becomes #127 in base 128 Backwards: 127 right
382 in base 10 becomes #6#40 in base 57 Backwards: 382 right
390 in base 10 becomes #11#5 in base 35 Backwards: 390 right
788 in base 10 becomes #3#1#4 in base 16 Backwards: 788 right
285 in base 10 becomes #3#4#6 in base 9 Backwards: 285 right
68 in base 10 becomes #1#31 in base 37 Backwards: 68 right
656 in base 10 becomes #24#8 in base 27 Backwards: 656 right
442 in base 10 becomes #9#28 in base 46 Backwards: 442 right
765 in base 10 becomes #21#30 in base 35 Backwards: 765 right
455 in base 10 becomes #10#35 in base 42 Backwards: 455 right
211 in base 10 becomes #4#3 in base 52 Backwards: 211 right