Question: A. Write an O(n) algorithm for the following problem, and prove its correctness using loop invariants: given a sorted array A[1..n] of distinct integers and

A. Write an O(n) algorithm for the following problem, and prove its correctness using loop invariants: given a sorted array A[1..n] of distinct integers and an integer x, find how many pairs of indexes i and j exist, such that i

B. Prove by induction that the sum of Fib(i), i=0..n, is equal to Fib(n+2) - 1.

C.

A-1 Bounding summations Give asymptotically tight bounds on the following summations. Assume that r 0 and s 0 are constants. a. k 1 1157 Notes for Appendix A k 1

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