The BTNodeGen instance method search(T s) in the class above is intended to return the depth of the data items in the tree if it is found, and r eturn -1 if item s is not found in the tree. Given the tree below, show the output that will be produced if the main() fragment were run, assuming the tree, t, is the followi ng: Output: Searching A at: Searching C at: Searching X at: "A" /\ "B" "C" // "D" "E" (depth 1) (depth 2) (depth 3)
The BTNodeGen instance method search(T s) in the class above is intended to return the depth of the data items in the tree if it is found, and r eturn -1 if item s is not found in the tree. Given the tree below, show the output that will be produced if the main() fragment were run, assuming the tree, t, is the followi ng: Output: Searching A at: Searching C at: Searching X at: "A" /\ "B" "C" // "D" "E" (depth 1) (depth 2) (depth 3)
Computer Networking: A Top-Down Approach (7th Edition)
7th Edition
ISBN:9780133594140
Author:James Kurose, Keith Ross
Publisher:James Kurose, Keith Ross
Chapter1: Computer Networks And The Internet
Section: Chapter Questions
Problem R1RQ: What is the difference between a host and an end system? List several different types of end...
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The BTNodeGen<T> instance method search(T s) in the class above is intended to return the depth of the data items in the tree if it is found, and r
item s is not found in the tree. Given the tree below, show the output that will be produced if the main() fragment were run, assuming the tree, t, is the followi
ng:
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Without actually re-writing the code, briefly describe two changes needed to make search(T s) give the correct output.
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"A" (depth 1)
"B" "C" (depth 2)
//
(depth 3)
"D" "E"
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Given: Member m = new Board Member();
What will be printed by: System.out.println(m.toString());
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Output:
Searching A at:
Searching C at:
Searching X at:
Searching Et:
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eturn -1 if
The BTNodeGen<T> instance method search(T s) in the class above is intended to return the depth of the data items in the tree if it is found, and r
item s is not found in the tree. Given the tree below, show the output that will be produced if the main() fragment were run, assuming the tree, t, is the followi
ng:
#
3 r
L
E
20
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Without actually re-writing the code, briefly describe two changes needed to make search(T s) give the correct output.
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in with this one. thi
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"A" (depth 1)
"B" "C" (depth 2)
//
(depth 3)
"D" "E"
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public int getMaxDepth() { // assuming root is at depth 1
// recursive getMaxDepth -- returns depth starting from current node
y y
}
if ((left == null) && (right == null))
return 1;
else if (left == null)
}
else if (right == null)
else
}
public BTNodeGen<T> removeRightMost() {
// removes right most node and returns modified (smaller) tree
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return (1 + right.getMaxDepth());
}
if (right == null)
return left;
turn (1 + left.getMaxDepth());
else {
return (1 + (int) Math.max (left.getMaxDepth(),
right.getMaxDepth()));
public BTNodėGen<T> remove Left Most() {
// removes left most node and returns the new (smaller) tree
}
if (left == null)
return right;
setRight (right.removeRightMost());
return this;
else {
}
public T getLeftMostDataR() {
// recursive getLeftMostData method
// returns the left most Object found under this node
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public T getLeftMostDataI() {
// iterative getLeftMost Data method
// returns the left most Obiect found under this node
setLeft (left.removeLeftMost());
return this;
if (left == null)
return data;
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return left.getLeftMostDataR();
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