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When it is required to check if a given nmber is a disarium number, the sum of digits powered to their respective position is computed. Before this, the number of digits present in the number is determined.

A Disarium Number is the one where the sum of its digits to the power of their respective position is equal to the original number itself.

Below is a demonstration for the same −

def length_calculation(num_val): length = 0 while(num_val != 0): length = length + 1 num_val = num_val//10 return length my_num = 192 remaining = sum_val = 0 len_val = length_calculation(my_num) print("A copy of the original number is being made...") num_val = my_num while(my_num > 0): remaining = my_num%10 sum_val = sum_val + int(remaining**len_val) my_num = my_num//10 len_val = len_val - 1 if(sum_val == num_val): print(str(num_val) + " is a disarium number !") else: print(str(num_val) + " isn't a disarium number")

A copy of the original number is being made... 192 isn't a disarium number

- A method named ‘length_calculation’ is defined, that calculates the number of digits in the number.
- It computes the floor division of the number and returns the length of the number.
- The number is defined, and is displayed on the console.
- It uses the modulus operation to get the remainder, and adds it to a sum variable.
- The power of the position is multiplied with the number itself.
- This is compared with the number.
- If it is equal, it means it is a Harshad number, otherwise it is not.

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