Exercise 2 (Euclid's Algorithm) The greatest common divisor is the largest integer that divides both values without producing a remainder. In a class called DivisorCalc, define a static method called gcdthat accepts two integers, num1 and num2, and returns the greatest common divisor between these two numbers. Implement this by using Euclid's algorithm. This recursive algorithm is defined as follows: gcd (num1, num2) is num2, if num2 <= numl and num2 divides num1 gcd (num1, num2) is gcd (num2, num1), if num1 < num2 gcd (num1, num2) is gcd (num2, num1%num2), otherwise

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Declaring and Defining the function

A set of statements, which performs a particular task is called a function. The program gains modularity by using function. The application is quite easy to understand, read, and edit when they are created with functions. The developer/programmer creates a function and uses main() to call the function. Once the function gets executed, the control is transferred to the main program.