36 10 (1) CH IT If you construct a binary tree using the following data. The preorder traversal of a binary tree is 1, 2

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36 10 (1) CH IT If you construct a binary tree using the following data. The preorder traversal of a binary tree is 1, 2

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36 10 1 Ch It If You Construct A Binary Tree Using The Following Data The Preorder Traversal Of A Binary Tree Is 1 2 1
36 10 1 Ch It If You Construct A Binary Tree Using The Following Data The Preorder Traversal Of A Binary Tree Is 1 2 1 (22.82 KiB) Viewed 66 times
36 10 1 Ch It If You Construct A Binary Tree Using The Following Data The Preorder Traversal Of A Binary Tree Is 1 2 2
36 10 1 Ch It If You Construct A Binary Tree Using The Following Data The Preorder Traversal Of A Binary Tree Is 1 2 2 (15.84 KiB) Viewed 66 times
36 10 1 Ch It If You Construct A Binary Tree Using The Following Data The Preorder Traversal Of A Binary Tree Is 1 2 3
36 10 1 Ch It If You Construct A Binary Tree Using The Following Data The Preorder Traversal Of A Binary Tree Is 1 2 3 (16.82 KiB) Viewed 66 times
36 10 (1) CH IT If you construct a binary tree using the following data. The preorder traversal of a binary tree is 1, 2, 5, 3, 4. The inorder traversal of the same binary tree is 2, 5, 1, 4, 3. Choose the tree derived from above info. (2 points) Tree ill Tree Tree Tree IV

33 8 5 The order of the traversal shown on the tree shown is: * (1 Point) Euler Tour Traversal Post-order traversal In order traversal Pre-order traversal

29 2 3 b a a 1 The prefix arithmetic expression tree is for the expression:* (1 Point) (2a - 1) + ( 3b) +*2-a13b 2 a 1*.36*+ (2* (a - 1) + 3)" b)
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