In Python
SOURCE CODE:
import queue #importing queue module which provides
implementations of stack and queue
N=0
while True:
N=int(input("Enter length of the queue atleast 5: ")) #reading
length of queue from user
#validating user input (i.e length must be greater than or equal to
5)
if(N<5): #if length less than 5 then
print("Invalid!Please Enter Again") #printing error message
else:
break
Q=queue.Queue(N) #Creating Queue object with size N
print("Enter strings to store in Queue:-")
for i in range(N):
el=input() #reading elements from the user
Q.put(el) #appending that elements to Q
Stack=queue.LifoQueue(N) #Creating object of LifoQueue(i.e, Stack) with size N
Size=Q.qsize() #storing Q size in the Size variable
for i in range(Size): #iterating upto Size
Stack.put(Q.get()) #Dequeing element from the Queue and pushing to
the stack
print("The elements of the Queue using Stack are:-")
Size=Stack.qsize() #storing stack size in the Size variable
for i in range(Size): #iterating upto Size
print(Stack.get()) #popping element form the Stack and printing on
the screen
CODE SCREENSHOT:
OUTPUT:
In Python Use a queue structure from C++ STL and populate it with at least five...
Build the following data structures in c++: STACK (Do not use the STL library for your containers) C++ Stack and Queue should contain Insertion (Push/Enqueue) Deletion (Pop/Dequeue) Print/Display Sort (Stacks: Value or Color, Queue: Alphabetical) Search (Contains, position, and how many instances as three separate functions) Clear/empty Size (if empty, print that it’s empty) Each data structure should contain a set of overloaded operators (Respect innate object behavior): ‘+’ (addition) that allows you to add two objects of the same...
Write a program: Write all the code for a data-structure that can act like a queue or a stack. Items can be pushed/popped from the front and pushed/popped from the back. Put 10 numbers into the structure. Then take it out so you can print it backwards. Then, do the same thing, but print it forward. What is the name of this structure? (Use a stl linked list for the internals) C++ Language
Using C++ Requirements Note: “deque” STL container is not allowed, for the simplicity for graders. Queue Queue is a first-in-first-out (FIFO) data structure. For the Queue container, we will implement a program that simulates a buffer. The simulation needs a function that randomly generate number. And the buffer simulation starts with no value in the buffer. At the start of simulation, the menu should ask user: how many rounds will be simulated. the percentage chance to put a randomly generated...
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In C++
Task 3: Use the stack and queue to simulate receiving and transforming data We are creating a system that will convert strings sent over a serial bus one character at a time. The conversion will be from big to little endian or from little to big endian. To simplify this, each character will be considered a word. Little endian will have the lowest address first. Big endian will have the biggest address first. For example (for this lab),...
Build the following data structures in c++: STACK (Do not use the STL library for your containers, PREFERRED IF YOU USED LINKED LIST OR ARRAYS ) C++ Stack should contain Insertion (Push) Deletion (Pop) Print/Display Clear/empty Size (if empty, print that it’s empty) Fill the stack with 52 values representing cards in a deck, then print a 7-card hand.
C++ Data structures and Algorithms Use a Queue to reverse a stack in place. Assume you are given a stack of string values like Stack s; using a Queue, cause all of the items in the stack to be reversed. For example, if you have the following contents on the stack s Top --- bird cat dog turtle ----- Bottom After you run your code, you stack contents should look like Top --- turtle dog cat bird ----- Bottom
C++
Include a Stack class but DO NOT use STL stack, do not sumbit
code that is similar to
www.cplusplus.com/forum/beginner/192479/
Parenthesis Balance Problem Description Compilers require parenthesis, braces, brackets, and angled brackets to be balanced. This means that every time one is opened it must also be close AND everything between the two are also balanced. Balanced: (00) oO100) (C0O Unbalanced: (DI This is easily determined by creating a stack and reading the input. When an open parenthesis is found,...
C++Language:
The question is not allowed to use STL. Also, plz use noskipws
and push_back for the question.The input is more than one, so the
code should be able to run more than once
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