Please complete the instructions in the screenshot for my C++ homework. Thanks.

Context The nth number of the harmonic series, denoted as Hn, is defined by the summation: k=1nk1 (Sondow, Weisstein) For more information about the harmonic series, see Eric W. Weisstein's separate article on the topic. In the starter file /133/hw03/HarmonicRecursion.cpp, complete the recursive function harmonicNum( ) so that it finds and returns the nth harmonic number, where n is a positive int-typed argument provided by the caller. harmonicNum( ) rubric: Correct function definition syntax: 1 point Correct implementation of base case(s): 2 points Correct implementation of recursive call(s): 2 points You are provided with a function named fillHarmonic() that iteratively calls harmonicNum() to initialize each element of an array parameter with the next number of the harmonic series, beginning with the series's first value at the leftmost index 0 . You are provided with a function named fillHarmonic( ) that iteratively calls harmonicNum() to initialize each element of an array parameter with the next number of the harmonic series, beginning with the series's first value at the leftmost index 0. In main, a call to fillHarmonic( ) is made to initialize a ten (10)-element array named hValues, then outputs the array's elements, in order, to the terminal. Results Validate the contents of your hValues array in any way you deem appropriate, either by hand or directly in your program