#Hackerrank
#Problem Solving
## Problem statement:

### Input Format For Custom Testing

## Sample Case 0:

### Explanation:

## Sample Case 1:

### Explanation:

## Complete solution:

## Execution results:

### Sample Case 0:

### Sample Case 1:

## Conclusion

Create the test() function, which takes the integer "n" as input and prints the following outputs:

1. Sort a number in descending order

2. Determine whether the number in descending order is a prime or not. If the number is a prime, then print "Sorted Number is a prime number," otherwise, print "Sorted Number is not a prime number."

3. Determine all of the factors of the descending order number.

4. Finally, sort the given number in ascending order.

Input is the integer 'n'

Sample Input For Custom Testing

78343

Sample Output:

87433

Sorted Number is a prime number

1

87433

33478

1. Descending order of the given number 78343 is 87433

2. The descending order number is a prime number. So, have to print "Sorted Number is a prime number"

3. The factors of 87433 are 1 and 87433

4. Ascending order of given number 78343 is 33478

Sample Input For Custom Testing

11261

Sample Output:

62111

Sorted Number is not a prime number

1

7

19

133

467

3269

8873

62111

11126

1. Descending order of the given number 11261 is 62111

2. The descending order number is not a prime number. So, have to print "Sorted Number is not a prime number"

3. The factors of 62111 are 1,7,19,133,467,3269,8873 and 62111

4. Ascending order of given number 11261 is 11126

def is_prime(num):

if num <= 1:

return False

for i in range(2, int(num ** 0.5) + 1):

if num % i == 0:

return False

return True

def test(n):

#write yout code here

# Convert the number to a string, sort it in descending order, and convert it back

sorted_descending = int(''.join(sorted(str(n), reverse=True)))

print(sorted_descending)

if is_prime(sorted_descending):

print("Sorted Number is a prime number")

else:

print("Sorted Number is not a prime number")

factors = [i for i in range(1, sorted_descending + 1) if sorted_descending % i == 0]

for fact in factors:

print(fact)

# Convert the number to a string, sort it in ascending order, and convert it back

sorted_ascending = int(''.join(sorted(str(n))))

return sorted_ascending

if __name__ == '__main__':

n = input()

print(test(n))

In conclusion, the 'test()' function efficiently addresses the problem by sorting the input number first, assessing its primality, listing factors, and ultimately presenting the ascending order. It offers a comprehensive analysis of the number, showcasing its descending and ascending arrangements along with its primality and factorization properties.

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