Here is a Java program to print all Armstrong numbers between 0 to N. In this Java program, given a number N we have to print all armstrong numbers between 0 and N. Here is a brief introduction of armstrong number. Here is the list of first few armstrong numbers 0, 1, 2, 3, 153, 370, 407 ...

**Armstrong number**is a number whose sum of cubes of every digit of a number is equal to the number itself.

153 = 1*1*1 + 5*5*5 + 3*3*3

115 is not an armstrong number

115 is not equal to 1*1*1 + 1*1*1 + 5*5*5

**How to Generate Armstrong number ?**

We have to find all armstrong numbers between 0 to N.

- Then using for loop we iterate from 0 till N.
- For any number i (0< i < N) find the cubic sum of digits of i, and store it in sum variable.
- Compare i and sum.
- If both are equal then i is an Armstrong number otherwise not an Armstrong number.

## Java program to print all armstrong numbers between 0 to Numbers

In this java program, we first take N as input from user and then using a for loop iterate from 0 to N. Then we call "isArmstrongNumber" function for every number between 0 to N to check whether it is armstrong number or not. Function isArmstrongNumber takes an integer as input and returns "true" is it is armstrong number else return "false".

package com.tcc.java.programs; import java.util.Scanner; public class ArmstrongSeries { public static void main(String[] args) { double N; int i; Scanner scanner; scanner = new Scanner(System.in); System.out.println("Enter a Number"); N = scanner.nextFloat(); System.out.println("Armstrong Number between 0 to " + (int) N); for (i = 0; i < N; i++) { if (isArmstrongNumber(i)) { System.out.println(i + " "); } } } public static boolean isArmstrongNumber(int num) { int sum = 0, rightDigit, temp; temp = num; while (temp != 0) { rightDigit = temp % 10; sum = sum + (rightDigit * rightDigit * rightDigit); temp = temp / 10; } if (sum == num) { // N is armstrong number return true; } else { // N is not an armstrong number return false; } } }Output

Enter a Number 1000 Armstrong Number between 0 to 1000 0 1 153 370 371 407

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