Question: Given an array a of N distinct numbers, write a function to count the number of ordered pairs of indices ij such that i#j, Osi

Given an array a of N distinct numbers, write a function to count the number of ordered pairs of indices ij such that i#j, OsiN and a[i]+a[j]==min(a)+max(a) i.e. the sum of those two numbers equals the sum of both the minimum and maximum numbers in the array a. For example: a[] ={1,2,6,3,4,5) Output= 2. Explanation: min(a)=1 and max(a)=6 2+5 = min(a)+max(a) and 3+4 = min(a)+max(a) Note: You can define other helper functions upon need

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