Question 11 If the heap memory location starts at 9403, what is the value of variable at position 1? int a = 10; int main() { int b; int* myAge = nullptr; b = 20; myAge= new int; // Position 1 *myAge = 30; delete myAge; return 0; } O nullptr O 9403 O not allocated O 30
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- Construct a Binary Heap using the following sequence of numbers as input. It is up to you to decide to construct a Max heap or Min heap. 28 12 17 5 7 22 13 12 4 11 16 Do all of the following. Write a Max_heapify or Min_heapify function, depending on your construction decision Write a Build_heap function using the given series of numbers. Write a Delete_root function to delete a root node from the heap. Write a print function to display the heap. (print all nodes which have the same level in one line)Exercise 13 A lost heap-dynamic variable is an allocated heap-dynamic variable that is no longer accessible to the user program. Such variables are often called garbage. True Or FalsegetMin(self) needs to return the minimum value in the heap _parent(self, index) it needs to return value of the parent of the element at the specific index _leftChild(self, index) and _right Child(self,index) return value of the left/right child of the element at the specific index insert(self, item) needs to insert an item into the heap while maintaining the minimum heap property. It must use the _parent method. Starter Code def __init__(self): self._heap=[] def __str__(self): return f'{self._heap}' __repr__=__str__ def __len__(self): return len(self._heap) @property def getMin(self): # YOUR CODE STARTS HERE pass def _parent(self,index): # YOUR CODE STARTS HERE pass def _leftChild(self,index): # YOUR CODE STARTS HERE pass def _rightChild(self,index): # YOUR CODE STARTS HERE pass def insert(self,item): # YOUR CODE STARTS HERE pass The…
- Write a C++ program that does the following Create an Empty Binary min heap. Insert 3 values. Extract minimum value. Get minimum value. Delete value at index 2 Insert 5 more valuesDisplay the heap after each function.explain the meaning and importance of each of the following terms: a. "the heap" b. "a heap" c. "the stack" d. "a stack"Write the heap_swap function c code in assembly. typedef struct { char *last_name; char *first_name; long id_number; } INFO; #define SIZE 500 INFO *heap[SIZE]; void heap_swap(int x, int y); void heap_swap(int x, int y) { INFO *temp = heap[x]; heap[x] = heap[y]; heap[x] = temp; }
- Suppose you have a heap data structure with 1000 elements and you want to perform the following operations: Insert 500 elements into the heap. Extract the minimum element from the heap 200 times. Insert 800 elements into the heap. Extract all remaining elements from the heap. What is the final size of the heap after performing all these operations?Why is explicitly requesting memory from heap potentially dangerous?Design a data type that supports the following operations: insert, delete the maximum, and delete the minimum (all in logarithmic time); andfind the maximum and find the minimum (both in constant time). Hint: Use two heaps
- getMin(self) needs to return the minimum value in the heap _parent(self, index) it needs to return value of the parent of the element at the specific index _leftChild(self, index) and _right Child(self,index) return value of the left/right child of the element at the specific index insert(self, item) needs to insert an item into the heap while maintaining the minimum heap property. It must use the _parent method. deleteMin(self) it needs to remove the minimum element of the heap and returns the value of the element that was just removed. The special cases where the heap is empty or contains only one element has been implemented for you already, your task is to implement the general case. According to the minimum heap property, the minimum element is the root node. When percolating down, if both children have the same value, swap with the left child. It must use the _leftChild and _rightChild methods. heapSort(numList) It takes a list of numbers and uses the heap sort algorithm to…getMin(self) needs to return the minimum value in the heap _parent(self, index) it needs to return value of the parent of the element at the specific index _leftChild(self, index) and _right Child(self,index) return value of the left/right child of the element at the specific index insert(self, item) needs to insert an item into the heap while maintaining the minimum heap property. It must use the _parent method. deleteMin(self) it needs to remove the minimum element of the heap and returns the value of the element that was just removed. The special cases where the heap is empty or contains only one element has been implemented for you already, your task is to implement the general case. According to the minimum heap property, the minimum element is the root node. When percolating down, if both children have the same value, swap with the left child. It must use the _leftChild and _rightChild methods. heapSort(numList) It takes a list of numbers and uses the heap sort algorithm to…Consider the following program: char *g() { char message[13] = {'H','i',' ','!','H','i',' ','!','H','i',' ','!', '\0'}; return message; } Why is this bad programming practice? A. Returns a pointer to address on the stack B. %rax is not big enough to hold the array C. Return type and returned value have different types D. We can't return a pointer to a value on the heap