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Stack using C++(Struct)

 Q). Implement Stack push and pop function using struct in C++


=>Program :


#include<iostream>

#include<iomanip>

using namespace std;

#define MAX 5


typedef struct stack_node{


  int arr[MAX];

  int top;


}node;


void push(int item,node *ptr);

int pop(node *ptr);

void display(node *ptr);


int main(){


int item,choice;

char ch;


node myStack;


myStack.top=-1;



do{


    cout<<"\n************* please press below key for that option *************\n\n";

    cout<<"1.Push Value in stack \n";

    cout<<"2.Pop Value in stack \n";

    cout<<"3.Display \n";

    cin>>choice;


    switch(choice){

     case 1: cout<<"Enter the data : ";

             cin>>item;

             push(item,&myStack);

             break;


     case 2: item=pop(&myStack);

             cout<<"Pop element : "<<item<<endl;

             break;


      case 3: display(&myStack);

              break;


      default : cout<<"Wrong option selected\n";


    }


    cout<<"\nDo you want to run again (y/n) : ";

    cin>>ch;


}while(ch=='y');


}



void push(int item,node *ptr){


if(ptr->top==MAX-1){


cout<<"\nStack Over Flow \n";


}else{


ptr->top++;

ptr->arr[ptr->top]=item;

cout<<"\nStack Push at "<<ptr->top+1<<" position"<<endl;


}


}



int pop(node *ptr){


int item;


if(ptr->top==-1){


cout<<"\nStack Over Flow \n";


}else{


item=ptr->arr[ptr->top];

cout<<"\nStack Pop at "<<ptr->top+1<<" position"<<endl;

ptr->top--;


}

return item;

}



void display(node *ptr){


cout<<"\n\n ********* Stack Status **********\n\n";


for(int i=MAX;i>0;i--){


   if(ptr->top<i-1){

    cout<<setw(4)<<i<<setw(4)<<"|"<<setw(8)<<"|"<<endl;

    cout<<setw(8)<<"|"<<"_______"<<"|"<<endl;

   }else{

    cout<<setw(4)<<i<<setw(4)<<"|"<<setw(4)<<ptr->arr[i-1]<<setw(4)<<"|"<<endl;

    cout<<setw(8)<<"|"<<"_______"<<"|"<<endl;

   }



}


if(ptr->top==MAX-1){

    cout<<endl;

    cout<<setw(8)<<"  "<<"FULL"<<" "<<endl;

}


if(ptr->top==-1){

    cout<<endl;

    cout<<setw(8)<<"  "<<"EMPTY"<<" "<<endl;

}


}


=> Output : 


1. Option Sample:




  =>Full Stack Sample:

                  



=>Empty Stack Sample :







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