Find the minimum number to be divided to make the number as a perfect squareInput Format:Accept an Integer value as inputOutput Format:Print the minimum number to be dividedConstraints:0<=input<=10^15Sample Input 1:100Sample Output 1:1Sample Input 2:24Sample Output 2:6

To find the minimum number to be divided in order to make a given number a perfect square, we can follow these steps:

1. Accept an integer value as input.
2. Check if the input number is already a perfect square. If it is, then the minimum number to be divided is 1. Print 1 as the output and end the program.
3. If the input number is not a perfect square, we need to find the minimum number to be divided.
4. Start a loop from 2 and increment the loop variable until the square of the loop variable is greater than or equal to the input number.
5. Inside the loop, check if the square of the loop variable is equal to the input number. If it is, then the minimum number to be divided is the loop variable. Print the loop variable as the output and end the program.
6. If the loop completes without finding a perfect square, we need to find the factors of the input number.
7. Start a loop from 2 and increment the loop variable until the loop variable is less than or equal to the square root of the input number.
8. Inside the loop, check if the input number is divisible by the loop variable. If it is, then the minimum number to be divided is the loop variable. Print the loop variable as the output and end the program.
9. If the loop completes without finding a factor, the minimum number to be divided is the input number itself. Print the input number as the output and end the program.

Here is the code in Python:

import math

# Step 1: Accept an integer value as input
input_number = int(input("Enter a number: "))

# Step 2: Check if the input number is already a perfect square
if math.isqrt(input_number) ** 2 == input_number:
    print("1")
    exit()

# Step 4: Find the minimum number to be divided
for i in range(2, input_number):
    if i ** 2 >= input_number:
        # Step 5: Check if the square of the loop variable is equal to the input number
        if i ** 2 == input_number:
            print(i)
            exit()
        break

# Step 7: Find the factors of the input number
for i in range(2, math.isqrt(input_number) + 1):
    if input_number % i == 0:
        print(i)
        exit()

# Step 9: If no factor is found, the minimum number to be divided is the input number itself
print(input_number)

Sample Input 1: 100 Sample Output 1: 1

Sample Input 2: 24 Sample Output 2: 6