In a Red-Black tree, we may remove a node only if it is a(n) __________ or if it has only one child.
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Q12: Because each AVL subtree is allowed to
Q13: On the average, _ comparisons are required
Q14: A Red-Black tree maintains the following invariants:
1.
Q15: The algorithm for insertion into a Red-Black
Q16: We begin deriving the Red_Black_Tree class from
Q18: It can be shown that the upper
Q19: A(n) _ tree has the additional property
Q20: The number of items that a 2-3
Q21: A(n) _-tree allows up to n children
Q22: When comparing a Red-Black tree to a
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