I need help finding the runtime complexity Off the following code. Here is the transcription of the image, suitable for display on an educational website:---/* In the worst-case scenario: what is the value of count for a sorted array A of size 'n'? */```javastatic int count = 0;public static boolean binS(int[] A, int val) { return binS(A, val, 0, A.length-1);}public static boolean binS(int[] A, int val, int l, int h) { count++; if( l > h ) { return false; } int m = (l+h)/2; if( A[m] == val ) return true; else if( A[m] < val ) return binS(A, val, m+1, h); else return binS(A, val, l, m-1);}```/* How would you describe the runtime of the above code?In the best-case scenario, what is the value of count in the above code? */---**Explanation:**The code above implements a recursive binary search algorithm for a sorted array `A`. Key points include:- **Count Variable**: An integer `count` is initialized to zero and incremented with each recursive call to `binS`. This tracks the number of calls made in the search process. - **Function binS**: - **Parameters**: Takes an array `A`, a value `val`, and optionally, low `l` and high `h` indices for searching the subarray. - **Base Condition**: If `l > h`, it returns `false`, indicating the value is not found. - **Middle Calculation**: Computes the midpoint `m` as `(l + h) / 2`. - **Comparison**: Checks if the middle element `A[m]` equals the target value `val`. - If equal, returns `true`. - If `A[m]` is less than `val`, searches the right subarray. - Otherwise, searches the left subarray.- **Runtime Considerations**: - **Worst-Case Scenario**: The value of `count` will be O(log n), indicating the number of recursive calls made when the element is not found. - **Best-Case Scenario**: `count` will be 1 if the middle element is the

Given :- In he above given question, the statement is mention in the above given question Need to…

Answered: runtime complexity

Engineering

Computer Science

runtime complexity

Database System Concepts

7th Edition

ISBN:9780078022159

Author:Abraham Silberschatz Professor, Henry F. Korth, S. Sudarshan

Publisher:Abraham Silberschatz Professor, Henry F. Korth, S. Sudarshan

Chapter1: Introduction

Section: Chapter Questions

Problem 1PE

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