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 compute the runtime complexity for the above mention code as specified in the above given question The required solution is mention in step(2) below as, Solution :- The solution for the above given question is mention below as,

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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