Consider the following binary tree: (10) (13) How many levels the binary tree has? What are...
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Consider the following binary tree: (10) (13) How many levels the binary tree has? What are the nodes of the tree? (14) 1. 2. 3. What are the edges of the tree? 4. What is the height of node 3? 5. What are the ancestors of node 4? 6. What are the proper descendants of node 6? What is the degree of node 7? 7. 8. Re-draw the tree after inserting node 5? 9. Re-draw the original tree after deleting node 3? 10. What is the output if we perform the flowing on the tree: A. breadth-first traversal B. depth-first traversal (post-order) C. depth-first traversal (in-order) D. depth-first traversal (post-order) Consider the following binary tree: (10) (13) How many levels the binary tree has? What are the nodes of the tree? (14) 1. 2. 3. What are the edges of the tree? 4. What is the height of node 3? 5. What are the ancestors of node 4? 6. What are the proper descendants of node 6? What is the degree of node 7? 7. 8. Re-draw the tree after inserting node 5? 9. Re-draw the original tree after deleting node 3? 10. What is the output if we perform the flowing on the tree: A. breadth-first traversal B. depth-first traversal (post-order) C. depth-first traversal (in-order) D. depth-first traversal (post-order)
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1 The number of levels in a binary tree is determined by the length of the longest path from the root to a leaf node In the provided binary tree example The root node 8 is at level 0 The nodes 3 and 1... View the full answer
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