Given the binary search tree below EmptyNode □ O(n) Linear time Constant time □0 (1) Quadratic time what is the best matching worst-case time complexity for inserting an element into the tree? O Logarithmic time □0 (²) □0 (lgn) 100 None of these. 500 1000 1001 1024 1024

Given the binary search tree below EmptyNode □ O(n) Linear time Constant time □0 (1) Quadratic time what is the best matching worst-case time complexity for inserting an element into the tree? O Logarithmic time □0 (²) □0 (lgn) 100 None of these. 500 1000 1001 1024 1024

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Question

Given the binary search tree below
EmptyNode
□0 (n)
Linear time
Constant time
□0 (1)
Quadratic time
what is the best matching worst-case time complexity for inserting an element into the tree?
Logarithmic time
□0 (n²)
□O (Ign)
100
None of these.
500
1000
1001
1024
1024

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