This is a C++ Program to Check if a Number is an Adam Number.

The program takes a number and checks if it is an Adam number. A number when squared, reversed, its root is found and is reversed again is equal to the original number, then it is called an Adam number.

1. The number to be checked is entered.

2. It is squared and reversed.

3. Square root of the reversed number is found.

4. It is reversed again and compared with the original number.

5. If they are same, the number entered is an Adam number, else not.

6. Then result is printed.

7. Exit.

Here is the source code of C++ Program to Check if a Number is an Adam Number. The program output is shown below.

`#include<iostream>`

`#include<math.h>`

using namespace std;

int main ()

`{`

int num, temp, r1, r2, sq, rev1 = 0, rev2 = 0;

cout << "Enter a number : ";

cin >> num;

temp = num * num;

while (temp != 0)

`{`

r1 = temp % 10;

rev1 = rev1 * 10 + r1;

temp = temp / 10;

`}`

sq = sqrt(rev1);

while (sq != 0)

`{`

r2 = sq % 10;

rev2 = rev2 * 10 + r2;

sq = sq / 10;

`}`

if (rev2 == num)

cout << "\n" << num << " is an Adam number.";

`else`

cout << "\n" << num << " is not an Adam number.";

return 0;

`}`

1. The user is asked to enter the number to be checked and stored in the variable ‘num’.

2. The variables ‘rev1’ and ‘rev2’ are initialized as 0.

3. The square of the original number is stored in the variable ‘temp’.

4. The reverse of temp is calculated and stored in rev1.

5. The square root of rev1 is calculated using the function ‘sqrt’ under math.h library, and its reverse is stored in rev2.

6. If rev2 is equal to the original number entered i.e. num, then it is an Adam number, else not.

7. The result is then printed.

Case 1 : Enter a number : 12 12 is an Adam number. Case 2 : Enter a number : 200 200 is not an Adam number. Case 3 : Enter a number : 0 0 is an Adam number.

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