calculate the big O notation for each method in the class : public class ArrayStack implements Stack{ static int CAPACITY = 500; private E[] Websites; private int top; public ArrayStack() { new Object[CAPACITY]; top = 0; } // Constructor with a parameter for the capacity public ArrayStack(int capacity) { Websites=(E[]) new Object[CAPACITY]; // Website is created with the inserted capacity 0; } public void push(E entry) { assert top Websites[top] = entry; //Insert the entry top++; //Increment the top by one } public E pop() { assert !isEmpty(); top--; I/ Decrement the top by one return Websites[top]; //the removed UrL }) public void clear(){ top = 0; }public E peek() { assert !isEmpty();//Checks if the stack is not empty return Websites[top-1]; } public boolean isEmpty() { return (top == 0); } public boolean isFull() { return (top == CAPACITY); } public int size(){ return top; } } For Example : public E pop() { assert !isEmpty(); top--; return Websites[top]; } the big O notation for this method is O(1). private %3D Websites=(E[]) top = %3D
calculate the big O notation for each method in the class : public class ArrayStack implements Stack{ static int CAPACITY = 500; private E[] Websites; private int top; public ArrayStack() { new Object[CAPACITY]; top = 0; } // Constructor with a parameter for the capacity public ArrayStack(int capacity) { Websites=(E[]) new Object[CAPACITY]; // Website is created with the inserted capacity 0; } public void push(E entry) { assert top Websites[top] = entry; //Insert the entry top++; //Increment the top by one } public E pop() { assert !isEmpty(); top--; I/ Decrement the top by one return Websites[top]; //the removed UrL }) public void clear(){ top = 0; }public E peek() { assert !isEmpty();//Checks if the stack is not empty return Websites[top-1]; } public boolean isEmpty() { return (top == 0); } public boolean isFull() { return (top == CAPACITY); } public int size(){ return top; } } For Example : public E pop() { assert !isEmpty(); top--; return Websites[top]; } the big O notation for this method is O(1). private %3D Websites=(E[]) top = %3D
Computer Networking: A Top-Down Approach (7th Edition)
7th Edition
ISBN:9780133594140
Author:James Kurose, Keith Ross
Publisher:James Kurose, Keith Ross
Chapter1: Computer Networks And The Internet
Section: Chapter Questions
Problem R1RQ: What is the difference between a host and an end system? List several different types of end...
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Question
![calculate the big O notation for each method in the class :
public class ArrayStack implements Stack{
static int CAPACITY
private
500; private E[] Websites;
Websites=(E[])
private int top; public ArrayStack() {
new Object[CAPACITY]; top = 0; } // Constructor with
a parameter for the capacity public ArrayStack(int
capacity) { Websites=(E[]) new Object[CAPACITY]; //
Website is created with the inserted capacity
0; } public void push(E entry) { assert top Websites[top] =
entry; //Insert the entry top++; //Increment the top by
one } public E pop() { assert !isEmpty(); top--; //
Decrement the top by one return Websites[top]; //the
removed UrL } ) public void clear() { top = 0; }public
E peek() { assert !isEmpty();//Checks if the stack is not
empty return Websites[top-1]; } public boolean
isEmpty() { return (top == 0); }public boolean isFull()
{ return (top == CAPACITY); }public int size(){ return
top; } } For Example : public E pop() { assert !isEmpty();
top--; return Websites[top]; } the big O notation for this
method is O(1).
top =](/v2/_next/image?url=https%3A%2F%2Fcontent.bartleby.com%2Fqna-images%2Fquestion%2F65360dd2-3eaf-449a-b4ae-cc1bc17d9581%2F00165cf1-61d5-448c-af4d-bed7cc6e46aa%2Ff17anxg_processed.jpeg&w=3840&q=75)
Transcribed Image Text:calculate the big O notation for each method in the class :
public class ArrayStack implements Stack{
static int CAPACITY
private
500; private E[] Websites;
Websites=(E[])
private int top; public ArrayStack() {
new Object[CAPACITY]; top = 0; } // Constructor with
a parameter for the capacity public ArrayStack(int
capacity) { Websites=(E[]) new Object[CAPACITY]; //
Website is created with the inserted capacity
0; } public void push(E entry) { assert top Websites[top] =
entry; //Insert the entry top++; //Increment the top by
one } public E pop() { assert !isEmpty(); top--; //
Decrement the top by one return Websites[top]; //the
removed UrL } ) public void clear() { top = 0; }public
E peek() { assert !isEmpty();//Checks if the stack is not
empty return Websites[top-1]; } public boolean
isEmpty() { return (top == 0); }public boolean isFull()
{ return (top == CAPACITY); }public int size(){ return
top; } } For Example : public E pop() { assert !isEmpty();
top--; return Websites[top]; } the big O notation for this
method is O(1).
top =
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