Question

Which of the given properties is NOT prossessed by Heaps​

Answer 1

Answer:

what is the following qs

Answer 2

The binary search tree principle is not followed by heap.

• A Complete Binary Tree has the most nodes possible at every level. Possibly with the exception of the top layer, which must likewise be filled from left to right.
• Because it doesn't adhere to the heap property, that is not a heap. Every node in a min-heap has a value that is less than or equal to those of its sibling nodes. Every node in a max-heap has a value that is greater than or equal to those of its descendant nodes.
• The left node's value in a binary search tree must be less than the parent node's value, and the right node's value must be greater than the parent node. Recursively, this rule is applied to the root's left and right subtrees.
• When performing a heap sort, it is helpful to think of the array's components as a particular type of full binary tree, or heap. You must be familiar with the heap data structure and a full binary tree as a precondition.

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