5. Below is a pseudo code representation of the Binary Search Algorithm. What is its Big-O estimate, and why? b. Show the Algorithm as a C++ function. a. procedure binary search (x: integer, a1. Ag, an: increasing integers) i =1{i is left endpoint of search interval} j n{jis right endpoint of search interval} while i am then i m + 1 else j= m if x = aj then location i %3D else location 0 return location{location is the subscript i of the term a; equal to x, or o if x is not found}

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
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C++

5.
Below is a pseudo code representation of the Binary Search Algorithm.
What is its Big-O estimate, and why?
b. Show the Algorithm as a C++ function.
a.
procedure binary search (x: integer, a,, a2, .., an: increasing integers)
i com 1{i is left endpoint of search interval}
j n{j is right endpoint of search interval}
while i <j
m ((i+j)/2]
if x > am then i m + 1
else j= m
if x = a; then location i
%3D
else location 0
return location{location is the subscript i of the term a; equal to x, or o if x is not found}
Transcribed Image Text:5. Below is a pseudo code representation of the Binary Search Algorithm. What is its Big-O estimate, and why? b. Show the Algorithm as a C++ function. a. procedure binary search (x: integer, a,, a2, .., an: increasing integers) i com 1{i is left endpoint of search interval} j n{j is right endpoint of search interval} while i <j m ((i+j)/2] if x > am then i m + 1 else j= m if x = a; then location i %3D else location 0 return location{location is the subscript i of the term a; equal to x, or o if x is not found}
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