Satisfy the heap-order property

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Question: 1. Suppose the internal nodes of two binary trees T1 and T2 respectively, hold items that satisfy the heap-order property. Describe a method for combining these two trees into a tree T, whose internal nodes hold the union of the items in T1 and T2 and also satisfy the heap-order property. Note that although the items of the trees (T, T1 and T2) satisfy the heap-order property, they are not necessarily heaps (i.e., they are not necessarily complete trees). Your algorithm should run in O(h1 + h2) time where h1 and h2 are the respective heights of T1 and T2.

Reference no: EM133626507

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