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In general, assuming a balanced BST with n nodes (A balanced binary tree has roughly the...

  1. In general, assuming a balanced BST with n nodes (A balanced binary tree has roughly the same number of nodes in the left and right subtrees of the root), what is the maximum number of operations required to search for a key? Please notice that the tree in this exercise is not balanced.

  2. Trace the algorithm for creating a parse tree for the expression

    (((4 x 8)/6)–3

Please help me understand :(

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Answer #1

In case of any queries, please revert back.

2 (a) Balanced BST with n nodes, more operations ro search for key I BST is balanced and Maremum heeght k has height K. in te(4x8/6) -3) step ! ;- Find a major - regn. Ge case h in this srep 2 & find correspondeng nent major sign. se o Step 3 & Find

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