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Translate the following recursive linked list program into assembly language. pe

ID: 3568664 • Letter: T

Question

Translate the following recursive linked list program into assembly language. pep8 assembly language please.

#include <iostream>

using namespace std;

struct node{

node* next;

int data;

};

// Simple insert routine for linked lists

// in: call-by-reference to pointer

//      value to insert into the linked list

// out: insert at the top of the linked list

void insert(node*& ptr, int value) {

node* temp = new node;

temp->next = ptr;

temp->data = value;

ptr = temp;

}

int main() {

node* root = NULL;

node* p;

int value;

cin >> value;

while (value >= 0) {

    insert(root, value);

    cin >> value;

}

for (p = root; p != NULL; p=p->next)

    cout << p->data << ' ';

cout << endl;

return 0;

}

Note: must use local variables, no globals, and must call the subroutine and use the parameters correctl

Explanation / Answer

Our potential for economic growth is limited by the world's finite resources.Most forecasting models incorrectly assume endless growth. However, the laws of physics will not be defied by economics.The economic mainstream has totally missed the significance of the limits on growth posed by finite resources and again marginalized the work of Kenneth Boulding and Nicholas Georgescu-Roegen and the writers of the original 'The Limits to Growth,' who did," Grantham writes.

"As with inefficient and corrupt market players in finance, they simply assume such limits away, in disregard of at least one of the laws of physics (that entropy rules and everything runs downhill, becoming less useful). This neglect of resources, like their last failure in finance, is likely to end very badly. Meanwhile, they try to define all of our problems in monetary, debt, and interest rate language, ignoring the real world of people and things. The economic establishment is letting us down again."

Economic methodology has been strongly influenced by philosophy. Indeed, it can be considered to be a part of philosophy, as the normally used name

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