PROGRAM
Suppose you take a positive integer n and add its (positive)
divisors. E.g. if n=18, then
sum=1+2+3+6+9+18=39. In general, when we do this with n, one of the following
three happens:
If the sum is
|
n is said to be
|
e.g.
|
Less than 2n
|
Deficient number
|
1,2,3,4,5,8,9
|
Equal to 2n
|
Perfect number
|
6,28,496
|
Greater than 2n
|
Abundant number
|
12,18,20,24,30
|
WAP that inputs a number and determines whether it is a
Deficient number or a Perfect number or a Abundant number.
SAMPLE DATA
Enter a no: 28 It
is a Perfect number
Enter a no: 30 It is an Abundant number
--------------------------------------------------------------------------------------------------------
/**
* class checknumber checks whether a number is Deficient number,
* Perfect number or Abundant number.
* @author: Nitendra Kumar
* @version: June 5,2013
*/
import java.util.Scanner;
public class checknumber
{
public int num=0;
public void getnum() //method to accept a number from user
{
Scanner in=new Scanner(System.in); //creting an object of Scanner class
System.out.println("Enter a number");
num=in.nextInt();
}
public void fnchecknumber() //method to check type of number
{
int sum=0,dnum=0;
for(int i=1;i<=num;i++)
{
if(num%i==0)
sum+=i;
}
dnum=2*num;
if(sum<dnum)
System.out.println("It is a Deficient number");
else if(sum==dnum)
System.out.println("It is a Perfect number");
else if(sum>dnum)
System.out.println("It is an Abundant number");
}
public static void main() //Entry point of program
{
checknumber ob=new checknumber(); //creating object of class checknumber
ob.getnum(); //calling method
ob.fnchecknumber(); //calling method
}
}
OUTPUT:
Enter a number
30
It is an Abundant number
/*---------------Program developed by: Nitendra Kumar---------------*/
good explanation
ReplyDelete:)
DeleteEasy 2 understand....Thanks
ReplyDeletethis is a straight forward approach. Aren't there any efficient approaches
ReplyDeletehi can u make a program if i enter a number it will define if it is abundant or not like this
ReplyDeleteenter a number : 12
abundant is : 4
What is description of dnum?
ReplyDelete