4. Consider the function IndexEqual(A,i.j) that returns true if there exists an index x (i sx sj) such that A[x] = x; otherwise, retums false. You may assume A is a sorted integer array in which every...


4. Consider the function IndexEqual(A,i.j) that returns true if there exists an index x (i sx sj)<br>such that A[x] = x; otherwise, retums false. You may assume A is a sorted integer array in<br>which every element is unique.<br>a. Write an efficient recursive algorithm for IndexEqual(A,i.j).<br>b. What is the situation resulting in the best-case running time of your function, and give<br>an expression for that running time?<br>c. What is the situation resulting in the worst-case running time of your function, and give<br>an expression for that running time in terms of n, where n=j-i+1?<br>

Extracted text: 4. Consider the function IndexEqual(A,i.j) that returns true if there exists an index x (i sx sj) such that A[x] = x; otherwise, retums false. You may assume A is a sorted integer array in which every element is unique. a. Write an efficient recursive algorithm for IndexEqual(A,i.j). b. What is the situation resulting in the best-case running time of your function, and give an expression for that running time? c. What is the situation resulting in the worst-case running time of your function, and give an expression for that running time in terms of n, where n=j-i+1?

Jun 11, 2022
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