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Consider the Following Binary Search Tree Diagram: Consider the Following

question 3

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Consider the following binary search tree diagram: Consider the following binary search tree diagram:   Consider the following addNode method for inserting a newNode into a binary search tree: public void addNode(Node newNode)  { int comp = newnode.data.compareTo(data) ; if (comp < 0)  { if (left == null)  {left = newNode;} else { left.addNode(newNode) ; } } else { if (right == null)  {right = newNode;} else { right.addNode(newNode) ; } } } Which of the following trees represents the correct result after inserting element T, calling addNode on the root of the tree?    A) II B) I C) IV D) III Consider the following addNode method for inserting a newNode into a binary search tree:
public void addNode(Node newNode)
{
int comp = newnode.data.compareTo(data) ;
if (comp < 0)
{
if (left == null) {left = newNode;}
else { left.addNode(newNode) ; }
}
else
{
if (right == null) {right = newNode;}
else { right.addNode(newNode) ; }
}
}
Which of the following trees represents the correct result after inserting element T, calling addNode on the root of the tree? Consider the following binary search tree diagram:   Consider the following addNode method for inserting a newNode into a binary search tree: public void addNode(Node newNode)  { int comp = newnode.data.compareTo(data) ; if (comp < 0)  { if (left == null)  {left = newNode;} else { left.addNode(newNode) ; } } else { if (right == null)  {right = newNode;} else { right.addNode(newNode) ; } } } Which of the following trees represents the correct result after inserting element T, calling addNode on the root of the tree?    A) II B) I C) IV D) III


Definitions:

Profit Maximizing

The process or strategy of adjusting prices, output, or operations to achieve the highest possible profit under given conditions and constraints.

Parallel Lines

Lines in a plane that never meet, no matter how far they are extended, characterized by having the same slope.

Maximization Problem

A type of optimization problem that seeks to find the maximum value of a function subject to certain constraints.

Constraints

Limitations or restrictions on the variables in a problem, which define the feasible region for solutions.

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