__How to find if number is palindrome in Java__
Checking whether a number is palindrome or not is a classical Java
homework exercise. When you start learning Java programming most institute
which teach Java programming provides
these classical Java programs like How
to find Armstrong number in Java or how
to find Fibonacci number in Java using recursion etc. Write a Java program to check if number is palindrome comes from same category. For those who are not familiar with
palindrome numbers, palindrome number is a number which is equal to reverse of
itself. For example 121 is a palindrome because reverse of 121 is 121, while
123 is not a palindrome in Java because reverse of 123 is 321 and 121!=321. Finding
palindrome number is easy in Java, you just need to develop logic
to reverse a number in Java. Thankfully Java provides couple of arithmetic
operators like remainder(%) operator also known as modules operator, which
returns remainder in division operator and division operator(/) which returns
quotient. By using remainder and division operator in Java we can create
program to check if number is palindrome or not.

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__Java program – palindrome numbers in Java__

Here is a complete Java program to check if a given number is palindrome
or not, This program works for both positive and negative numbers and display
if its palindrome irrespective of there sign. Any one digit number including
zero is always palindrome. This program is able to check two digit , three
digit numbers for palindrome and effective go to any number in Java. Let’s see
how to write Java program to find palindrome numbers :

**package**testing;

**import**java.util.Scanner;

/**

*

* A number is called palindrome if number and its reverse is equal

* This Java program can also be used to reverse a number in Java

*/

if(isPalindrome(palindrome)){

}else{

}

}

while (palindrome != 0) {

reverse = reverse * 10 + remainder;

palindrome = palindrome / 10;

}

if (number == reverse) {

}

}

}

Output:

Please Enter a number :

123

Please Enter a number :

121

*

**Java program to check if number is palindrome or not**.* A number is called palindrome if number and its reverse is equal

* This Java program can also be used to reverse a number in Java

*/

**public****class**NoClassDefFoundErrorDueToStaticInitFailure {**public****static****void**main(**String**args[]){**System**.out.println("Please Enter a number : ");**int**palindrome =**new****Scanner**(**System**.in).nextInt();if(isPalindrome(palindrome)){

**System**.out.println("Number : " + palindrome + " is a palindrome");}else{

**System**.out.println("Number : " + palindrome + " is not a palindrome");}

}

*/**

* Java method to check if number is palindrome or not

*/* Java method to check if number is palindrome or not

*/

**public****static****boolean**isPalindrome(**int**number) {**int**palindrome = number;*// copied number into variable***int**reverse = 0;while (palindrome != 0) {

**int**remainder = palindrome % 10;reverse = reverse * 10 + remainder;

palindrome = palindrome / 10;

}

*// if original and reverse of number is equal means**// number is palindrome in Java*if (number == reverse) {

**return****true**;}

**return****false**;}

}

Output:

Please Enter a number :

123

**Number**: 123 is not a palindromePlease Enter a number :

121

**Number**: 123 is a palindrome
That’s all on

**how to check if a number is palindrome or not in Java**. If you are looking answer of this question for interview purpose then better prepare a recursive version of palindrome program in Java as well because its common practice that programmer are expected to write java program using both recursion and iteration in Java. Let me know if you find any other way of checking palindrome in Java.
Other

**Java homework programming exercise**:
Very good Program!

ReplyDeletePlease correct the out put when it asks 121 is a palindrome....the result says

123" is a palindrome... it should be 121 :)

Cheers!

Hi, Thanks for this. The program is working well but I am trying to understand how the reverse(sort of where it came from) fits the program.

ReplyDelete// Variations, using charAt

ReplyDeletepublic static boolean isPolindrome(int n) {

String s = String.valueOf(n).toString();

String rs = new StringBuffer(s).reverse().toString();

for (int i=0; i<s.length(); i++) {

if (s.charAt(i) != rs.charAt(i)) return false;

}

return true;

}

Hi you dont even need to reverse the string .

ReplyDeletestatic boolean checkAlgoOne(int num) {

boolean check = false;

String number = Integer.toString(num);

char[] chars = number.toCharArray();

int len = chars.length;

if (num < 0)

check = false;

if (num == 0 || num == 1)

check = true;

if (len % 2 != 1) {

check = false;

} else {

for (int i = 0; i <= len / 2; i++) {

if (chars[i] == chars[len - 1])

check = true;

}

}

return check;

}

cheers!

1221 is palindrome, but your program will say it's not

DeleteMy way:

ReplyDelete/* Palindrome Program In JAVA

© Code Nirvana (www.codenirvana.in)

*/

import java.util.Scanner;

class Palindrome{

public static void main(String args[]){

System.out.print("Enter Number: ");

Scanner read = new Scanner(System.in);

int num = read.nextInt();

int n = num;

//reversing number

int rev=0,rmd;

while(num > 0)

{

rmd = num % 10;

rev = rev * 10 + rmd;

num = num / 10;

}

if(rev == n)

System.out.println(n+" is a Palindrome Number!");

else

System.out.println(n+" is not a Palindrome Number!");

}

}

MORE @ http://www.codenirvana.in/2013/10/Palindrome-Number-in-JAVA.html

private static boolean isPalindrome(int n) {

ReplyDeletereturn n == Integer.valueOf(new StringBuilder(String.valueOf(n)).reverse().toString());

}

private void checkPolyndrom(String st) {

ReplyDeleteboolean polyn=true;

for(int i =0; i<st.length()-1/2; i++){

if(st.charAt(i)==st.charAt(st.length()-1-i) && polyn){

polyn=true;

}else{

polyn=false;

}

}

if(polyn){

System.out.println("Polyndrom");

}else{

System.out.println("Not Polyndrom");

}

}

Why do we multiply rev*10+ remainder

ReplyDeleteto reverse

Deleteall are from which standards

ReplyDeleteIs 1221 a palindrome number. ????

ReplyDelete