Question: Problem 2: A sequence X=x1,x2,,xn of integers is called bisorted if X can be partitioned into two disjoint sequences, one increasing and one decreasing. For

Problem 2: A sequence X=x1,x2,,xn of integers is called bisorted if

Problem 2: A sequence X=x1,x2,,xn of integers is called bisorted if X can be partitioned into two disjoint sequences, one increasing and one decreasing. For example, sequence X=20,33,55,41,49,47,29,65,81,11 can be partitioned into 20,33,41,65,81 and 55,49,47,29,11. Give an efficient algorithm that determines whether a given sequence X is bisorted

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