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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:

Annual Interest Rate

The percentage rate charged or paid over a period of one year for a loan or investment.

Compounds Interest Continuously

The process of calculating interest on both the initial principal and the accumulated interest from previous periods, assumed to be compounded infinitely often per period.

Nearest Tenth

Rounding a number to one decimal place, or to the closest tenth.

Compounded Continuously

Refers to the mathematical limit of the compound interest formula, as the number of compounding periods per year becomes infinitely large.

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