Write a C++ program to implement a recursive function to find the sum of all prime...

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Write a C++ program to implement a recursive function to find the sum of all prime numbers in a given range. In this program, you must write two recursive functions: 1. bool isPrime(int number, int divisor) A positive integer greater than 1 that cannot be exactly divided by any whole number other than itself and 1 (e.g. 2, 3, 5, 7, 11). In the body of isPrime function: There are 4 base cases: number 1 (false) = = number 2 (true) number%diviser = 0 (false) divisor divisor > number (true) The recursive call is: return isPrime(number, divisor + 1); 2. int sumPrimes(int starting, int ending) In the body of sumPrimes function: The base case is: starting > ending return 0. Then call isPrime(starting, 2). If it returns true let sum = starting and output the value of the starting. Otherwise, if it returns false, let sum = 0. The recursive call is: return sum + sumPrimes(starting + 1, ending); Write a C++ program to implement a recursive function to find the sum of all prime numbers in a given range. In this program, you must write two recursive functions: 1. bool isPrime(int number, int divisor) A positive integer greater than 1 that cannot be exactly divided by any whole number other than itself and 1 (e.g. 2, 3, 5, 7, 11). In the body of isPrime function: There are 4 base cases: number 1 (false) = = number 2 (true) number%diviser = 0 (false) divisor divisor > number (true) The recursive call is: return isPrime(number, divisor + 1); 2. int sumPrimes(int starting, int ending) In the body of sumPrimes function: The base case is: starting > ending return 0. Then call isPrime(starting, 2). If it returns true let sum = starting and output the value of the starting. Otherwise, if it returns false, let sum = 0. The recursive call is: return sum + sumPrimes(starting + 1, ending);

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