__How to find Greatest Common Divisor of two numbers in Java__
Simple Java program to find GCD (Greatest common Divisor) or GCF (Greatest Common Factor) or HCF (Highest
common factor). GCD of two numbers is the largest positive integer that divides
both the numbers fully i.e. without any remainder. There are multiple methods
to find GCD , GDF or HCF of two numbers but Euclid's
algorithm is very popular and easy to understand, ofcourse if you understand how recursion works. Euclid's
algorithm is an efficient way to find GCD of two numbers and its pretty easy to
implement using recursion in Java program. According to Euclid's method GCD of two numbers a, b is
equal to GCD(b, a mod b) and GCD(a, 0) = a. The later case is a based case for Java program to find GCD of
two numbers using recursion. It's very easy to understand this algorithm if you look at the flow chart, which explains how Euclid's GCD algorithm works.

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__GCD of two numbers in Java Code Example:__

In Euclid's algorithm, we start with two numbers x and y. If y is zero then greatest common divisor of both will be x, but if y is not zero then we assign y to x and y becomes x%y. Again we check if y is zero, if yes then we have our GCD otherwise we keep continue like this, as shown in flow chart. Now let's learn how to convert Euclid's algorithm to find GCD into Java code.

Here is my complete code example of how to find GCD of two numbers in Java. This Java program uses Euclid's method to find GCD of two numbers. Thy must be integer, so make sure you check the numbers entered by user e.g. floating point numbers are not allowed. Similarly any alphabets and other characters are not allowed except '+' and '-' sign and all these rules are ensured by Scanner.nextInt() call. This method will throw error, if user will enter an invalid value instead of integer.

That’s all on

Here is my complete code example of how to find GCD of two numbers in Java. This Java program uses Euclid's method to find GCD of two numbers. Thy must be integer, so make sure you check the numbers entered by user e.g. floating point numbers are not allowed. Similarly any alphabets and other characters are not allowed except '+' and '-' sign and all these rules are ensured by Scanner.nextInt() call. This method will throw error, if user will enter an invalid value instead of integer.

/** * Java program to demonstrate How to find Greatest Common Divisor or GCD of * two numbers using Euclid’s method. There are other methods as well to * find GCD of two number in Java but this example of finding GCD of two number * is most simple. * * @author Javin Paul */ public class GCDExample { public static void main(String args[]){ //Enter two number whose GCD needs to be calculated. Scanner scanner = new Scanner(System.in); System.out.println("Please enter first number to find GCD"); int number1 = scanner.nextInt(); System.out.println("Please enter second number to find GCD"); int number2 = scanner.nextInt(); System.out.println("GCD of two numbers " + number1 +" and " + number2 +" is :" + findGCD(number1,number2)); } /* * Java method to find GCD of two number using Euclid's method * @return GDC of two numbers in Java */ private static int findGCD(int number1, int number2) { //base case if(number2 == 0){ return number1; } return findGCD(number2, number1%number2); } } Output: Please enter first number to find GCD 54 Please enter second number to find GCD 24 GCD of two numbers 54 and 24 is :6

That’s all on

**how to find GCD of two numbers in Java**. You can use this Java program to prepare for viva or other computer homework and assignment test or for your self practice to improve programming in Java. BTW, there are couple of other technique to find Greatest common divisor in Java, as an exercise you can explore those method and write code for that. Key point is you need to learn how to convert an algorithm into code to become a programmer.If you like this little programming exercise and hungry for more to improve your coding skill, check out these exercise, they will help to build your programming logic :

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Can you also share program to find LCD for numbers in Java? I understand calculating GCD using Euclid's method, but don't find any short trick for calculating LCD similarly. Please help

ReplyDeleteWhat is the other way of calculating GCD in Java program, apart from Euclid's method, a comparison would be nice.

ReplyDeleteprivate static int findlcm(int number1, int number2) {

ReplyDeleteint lcm=0;

for(int i=1;i<=number2;i++){

lcm=number1*i;

if(lcm%number2==0){

break;

}

}

return lcm;

}

i built a program w/c is suppose to calculate GCD and LCD but i dont know where to insert its formula??

Deletehere is my code..

import java.awt.*;

import java.awt.event.*;

import javax.swing.*;

public class Distruc extends JFrame implements ActionListener{

Container con;

JLabel lbl1,lbl2,lbl3;

JTextField txt1,txt2,txt3;

JButton btn1,btn2,btn3;

public Distruc(){

con = getContentPane();

con.setLayout(new FlowLayout());

txt1 = new JTextField(10);

txt2 = new JTextField(10);

txt3 = new JTextField(10);

lbl1 = new JLabel("INPUT 1: ");

lbl2 = new JLabel("INPUT 2: ");

lbl3 = new JLabel("RESULT: ");

btn1 = new JButton("GCD");

btn1.addActionListener(this);

btn2 = new JButton("LCD");

btn2.addActionListener(this);

btn3 = new JButton("DONE");

btn3.addActionListener(this);

txt1.setText("");

txt2.setText("");

txt3.setText("");

con.add(lbl1);

con.add(txt1);

con.add(lbl2);

con.add(txt2);

con.add(btn1);

con.add(btn2);

con.add(lbl3);

con.add(txt3);

con.add(btn3);

}

public void actionPerformed(ActionEvent e){

try{

Object sc = e.getSource();

String a = txt1.getText();

String b = txt2.getText();

if(sc==btn1){

}

else if(sc==btn2){

}

else if(sc==btn3){

System.exit(0);

}

}

catch(NumberFormatException error){

JOptionPane.showMessageDialog(null, "Error");

}

}

public static void main(String[]args){

Distruc dt = new Distruc();

dt.setSize(170,240);

dt.setVisible(true);

dt.setResizable(false);

dt.setTitle("Distruc");

dt.setLocationRelativeTo(null);

dt.setDefaultCloseOperation(JFrame.EXIT_ON_CLOSE);

}

}

pls help...

plz tell me gcd program via factorial

ReplyDeleteplz help me with this....Wap in Java to input two numbers in LCM and GCM make use of the function

ReplyDelete1.void take(int a,int b)-to take the value of a and b.

2.void calculate-calculate GCD and LCM.

3.void show-display output.

Please help with recursive method for lcm

ReplyDelete