20 Tree Data Structure Quiz Questions and Answers

A tree is a hierarchical data structure in computer science that organizes data in a non-linear fashion, consisting of nodes connected by edges. At the top is a root node, from which child nodes branch out, forming parent-child relationships. Each node can have zero or more children, but there are no cycles, ensuring a clear hierarchy. Trees are widely used for efficient data storage and retrieval, such as in file systems, decision-making algorithms, and organizational charts. Key properties include a single path between any two nodes and various traversal methods like depth-first search (DFS) or breadth-first search (BFS). Common types include binary trees, where each node has at most two children, and balanced trees like AVL or red-black trees, which maintain efficient search times.

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Part 2: 20 Tree Data Structure Quiz Questions & Answers

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1. Question: What is a tree in data structures?
Options:
A. A linear data structure like an array
B. A hierarchical structure with nodes and edges
C. A type of graph with cycles
D. A sequential list of elements
Answer: B
Explanation: A tree is a hierarchical data structure where nodes are connected by edges, with no cycles, starting from a root node.

2. Question: In a binary tree, what is the maximum number of children a node can have?
Options:
A. 1
B. 2
C. 3
D. Unlimited
Answer: B
Explanation: A binary tree is defined such that each node has at most two children, referred to as the left child and the right child.

3. Question: Which of the following is true for a full binary tree?
Options:
A. Every node has exactly two children except leaves
B. Every level is completely filled
C. It is always balanced
D. Nodes can have any number of children
Answer: A
Explanation: In a full binary tree, every node has either 0 or 2 children, meaning no node has only one child.

4. Question: What is the time complexity of searching in a balanced binary search tree?
Options:
A. O(1)
B. O(n)
C. O(log n)
D. O(n log n)
Answer: C
Explanation: In a balanced binary search tree, the height is logarithmic, so search operations take O(log n) time.

5. Question: In a binary search tree, where is a new node inserted?
Options:
A. At the root
B. At the leftmost leaf
C. In a position that maintains the BST property
D. At the rightmost leaf
Answer: C
Explanation: A new node is inserted in the first available spot that keeps the binary search tree property: left subtree values less than the node, right subtree values greater.

6. Question: Which traversal method visits the root node first?
Options:
A. In-order
B. Post-order
C. Pre-order
D. Level-order
Answer: C
Explanation: In pre-order traversal, the root is visited first, followed by the left subtree and then the right subtree.

7. Question: What is the minimum number of nodes in a full binary tree of height 3?
Options:
A. 4
B. 7
C. 15
D. 31
Answer: B
Explanation: A full binary tree of height h has 2^(h+1) – 1 nodes, so for height 3, it has 2^4 – 1 = 15 nodes minimum, but the question implies a complete structure starting from 1.

8. Question: In an AVL tree, what is the balance factor of a node?
Options:
A. Height of left subtree minus height of right subtree
B. Number of nodes in left subtree
C. Depth of the node
D. Total number of children
Answer: A
Explanation: The balance factor is defined as the height of the left subtree minus the height of the right subtree, and it must be -1, 0, or 1 for the tree to be balanced.

9. Question: Which of the following trees is always balanced?
Options:
A. Binary tree
B. Binary search tree
C. AVL tree
D. Red-black tree
Answer: C or D
Explanation: Both AVL and red-black trees are self-balancing, but AVL is strictly balanced with a balance factor of at most 1.

10. Question: What does in-order traversal of a binary search tree produce?
Options:
A. Sorted order of elements
B. Pre-order sequence
C. Post-order sequence
D. Random order
Answer: A
Explanation: In-order traversal of a BST visits nodes in ascending order: left subtree, root, right subtree.

11. Question: How many edges are there in a tree with n nodes?
Options:
A. n
B. n-1
C. n+1
D. 2n
Answer: B
Explanation: A tree with n nodes has exactly n-1 edges, as it is a connected acyclic graph.

12. Question: In a complete binary tree, where is the last element stored?
Options:
A. At the root
B. In the leftmost position of the last level
C. In the rightmost position of the last level
D. Anywhere in the tree
Answer: C
Explanation: In a complete binary tree, nodes are filled from left to right, so the last element is in the rightmost position of the last level.

13. Question: What is the worst-case time complexity for deleting a node in a binary search tree?
Options:
A. O(1)
B. O(log n) for balanced trees
C. O(n)
D. O(n log n)
Answer: C
Explanation: In the worst case, if the tree is skewed, deletion can take O(n) time as you may have to traverse the entire tree.

14. Question: Which of the following is not a type of binary tree traversal?
Options:
A. Depth-first
B. Breadth-first
C. Height-first
D. In-order
Answer: C
Explanation: Common traversals include depth-first (pre-order, in-order, post-order) and breadth-first (level-order), but height-first is not a standard traversal method.

15. Question: In a binary tree, what is the maximum number of nodes at level k?
Options:
A. 2^k
B. 2^(k-1)
C. k
D. k^2
Answer: A
Explanation: In a binary tree, the maximum number of nodes at level k (starting from 0) is 2^k.

16. Question: What operation is performed to maintain balance in a red-black tree?
Options:
A. Rotation
B. Swapping
C. Deletion
D. Insertion only
Answer: A
Explanation: Red-black trees use rotations and recoloring to maintain balance after insertions and deletions.

17. Question: In a tree, what is the root node?
Options:
A. The node with no parent
B. The leaf node
C. The node with the most children
D. The deepest node
Answer: A
Explanation: The root node is the topmost node in the tree, with no parent node.

18. Question: What is the primary advantage of a threaded binary tree?
Options:
A. Faster insertion
B. Efficient traversal without recursion
C. Automatic balancing
D. Reduced storage
Answer: B
Explanation: Threaded binary trees add threads (pointers) to link nodes for inorder traversal, making it more efficient without a stack.

19. Question: In a binary heap, what property is maintained?
Options:
A. All levels are fully filled
B. Heap property (parent greater than children for max-heap)
C. Nodes are in sorted order
D. It is always balanced
Answer: B
Explanation: A binary heap maintains the heap property, where for every node, the value is greater than or equal to its children’s values in a max-heap.

20. Question: How does the height of a tree affect search efficiency in a BST?
Options:
A. Taller trees are faster
B. Shorter trees lead to faster searches
C. Height does not matter
D. Only affects insertion
Answer: B
Explanation: In a BST, a shorter height (as in balanced trees) reduces the number of comparisons needed, leading to faster search times.

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