A data analyst modeled the objective function f: RR as product of squares of n feature r s and n 2. He has to maximize the objective function such that sum of squares of n features is less than or equal to where ce R. Write the mathematical formulation of the problem and solve it. Using the above result prove the inequality (aaan) / < a + an ... n for -20% 207 an 050-82207 any a > 0, i = 1, n ..