Convert a Decimal Number to Binary Using Recursion

How can a decimal number be converted to binary using recursion?

What is the process involved in converting a decimal number to its binary representation using recursion?

Conversion Process:

When converting a decimal number to binary using recursion, a recursive function is used to divide the decimal number by 2 and append the remainders to build the binary representation.

To convert a decimal number to binary using recursion, a recursive function is defined to perform the conversion. The function follows these steps:

1. Take the input decimal number
2. Divide the number by 2 to get a quotient and a remainder
3. Append the remainder to the binary representation
4. Recursively call the function with the quotient until the quotient becomes 0
5. Return the binary representation as the final result

This recursive approach effectively breaks down the decimal number into its binary equivalent by repeatedly dividing by 2 and storing the remainders, which eventually form the binary representation.