Exam 19: Binary Trees
Exam 1: Introduction to Computers and Programming40 Questions
Exam 2: Introduction to C Plus Plus40 Questions
Exam 3: Expressions and Interactivity40 Questions
Exam 4: Making Decisions40 Questions
Exam 5: Looping40 Questions
Exam 6: Functions40 Questions
Exam 7: Introduction to Classes and Objects40 Questions
Exam 8: Arrays40 Questions
Exam 9: Searching, Sorting, Algorithm Analysis40 Questions
Exam 10: Pointers62 Questions
Exam 11: More About Classes and Object-Oriented Programming70 Questions
Exam 12: More on C-Strings and the String Class40 Questions
Exam 13: Advanced File and Io Operations40 Questions
Exam 14: Recursion20 Questions
Exam 15: Polymorphism and Virtual Functions22 Questions
Exam 16: Exceptions, Templates, and the Standard Template Library Stl40 Questions
Exam 17: Linked Lists38 Questions
Exam 18: Stacks and Queues36 Questions
Exam 19: Binary Trees38 Questions
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Output will be the same if you use inorder, postorder, or preorder traversals to print the values stored in a binary tree.
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The inorder method of traversing a binary tree involves traversing the left subtree, processing the data in the root, and then traversing the right subtree.
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An operation that can be performed on a binary search tree is
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The number of nodes in a binary tree is the number of nodes in its left subtree plus the number of nodes in its right subtree.
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Binary search trees may be implemented as templates, but any data types used with them should support the ________ operator.
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Implementing a binary tree in a class requires a structure for representing the nodes of the binary tree, as well as a pointer to the structure as a class member. This pointer will be set to
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When a binary tree is used to facilitate a search, it is referred to as a
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When an application begins searching a binary search tree, it starts at
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The height of a binary tree describes how many levels there are in the tree.
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The width of a tree is the largest number of nodes at the same level.
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There exists a binary tree with a hundred nodes, but only one leaf.
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