Question: 2. Let A [A[i] B[2]>... > Bnl] be an array of n distinct integers (could be negative or positive) sorted in a decreasing order. Describe

 2. Let A [A[i] B[2]>... > Bnl] be an array of

2. Let A [A[i] B[2]>... > Bnl] be an array of n distinct integers (could be negative or positive) sorted in a decreasing order. Describe an efficient algorithm to determine whether there exists an index i such that Ali] B. What is the worst-case number of comparisons made by your algorithm? Try to be exact. Otherwise, you may use the O-notation. Justify the correctness and complexity of your algorithm

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