Suppose that we construct a heap on a given set of n distinct keys (integer values) such that the key at every node is less than the key values stored at its children, if any. Assertion: The list of key values along a path from the root of the heap to any leaf is in sorted order.
Suppose that we construct a heap on a given set of n distinct keys (integer values) such that the key at every node is less than the key values stored at its children, if any. Assertion: The list of key values along a path from the root of the heap to any leaf is in sorted order.
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![Suppose that we construct a heap on a given set of n distinct keys (integer values) such that the key
at every node is less than the key values stored at its children, if any.
Assertion: The list of key values along a path from the root of the heap to any leaf is in sorted order.](/v2/_next/image?url=https%3A%2F%2Fcontent.bartleby.com%2Fqna-images%2Fquestion%2F40a93fbf-cd84-46cf-939a-402485a39dd9%2F563b7c6a-0cb8-4abc-a50d-2ce6cc46ca08%2F61crtbu_processed.png&w=3840&q=75)
Transcribed Image Text:Suppose that we construct a heap on a given set of n distinct keys (integer values) such that the key
at every node is less than the key values stored at its children, if any.
Assertion: The list of key values along a path from the root of the heap to any leaf is in sorted order.
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