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Questions and Answers
What does the 'push' operation do in a stack?
What does the 'push' operation do in a stack?
Which error condition occurs when attempting to pop from an empty stack?
Which error condition occurs when attempting to pop from an empty stack?
How does a queue differ from a stack in terms of item removal?
How does a queue differ from a stack in terms of item removal?
Which operation is associated with a queue but not with a stack?
Which operation is associated with a queue but not with a stack?
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What type of graph traversal algorithm visits all vertices by exploring as far as possible along each branch before backtracking?
What type of graph traversal algorithm visits all vertices by exploring as far as possible along each branch before backtracking?
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What is the primary characteristic of a stack data structure?
What is the primary characteristic of a stack data structure?
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Which of the following is a real-world application of a stack?
Which of the following is a real-world application of a stack?
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What defines a queue data structure?
What defines a queue data structure?
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Which scenario best describes the use of a priority queue?
Which scenario best describes the use of a priority queue?
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In a stack implemented with linked nodes, what does the 'head' point to?
In a stack implemented with linked nodes, what does the 'head' point to?
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How does a compiler utilize a stack during function calls?
How does a compiler utilize a stack during function calls?
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What type of structure would typically be used to implement a priority queue?
What type of structure would typically be used to implement a priority queue?
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What does it mean when a queue is full?
What does it mean when a queue is full?
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In a linked list implementation of a queue, where does an element get added?
In a linked list implementation of a queue, where does an element get added?
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Which operation is performed to remove an element from a queue?
Which operation is performed to remove an element from a queue?
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What kind of communication does the Unix operating system implement using queues?
What kind of communication does the Unix operating system implement using queues?
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What is a common use of queues in real-world applications?
What is a common use of queues in real-world applications?
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Which data structure consists of nodes that are interconnected?
Which data structure consists of nodes that are interconnected?
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What is NOT a parameter you would typically analyze in queuing theory?
What is NOT a parameter you would typically analyze in queuing theory?
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Which term describes the process of adding an element to a queue?
Which term describes the process of adding an element to a queue?
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Which of the following statements about FIFO is true?
Which of the following statements about FIFO is true?
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For which of the following scenarios would a queue be the most appropriate data structure to use?
For which of the following scenarios would a queue be the most appropriate data structure to use?
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Study Notes
Stacks
- Stacks follow LIFO (Last-In, First-Out)
- Items are added (pushed) and removed (popped) from the top.
- A stack of books is a real-world example.
- Stack operations include:
- push: Adds an item to the top
- pop: Removes and returns the top item
- top: Returns the top item without removing it
- size: Returns the number of items
- isEmpty: Returns True if empty, False otherwise
- Stack implementations:
- Arrays: Fixed size, can waste memory if not large enough to hold all items
- Linked Lists: Dynamic memory, expands as needed
- Time complexity (Big O):
- push/pop/top/size: O(1) (constant time)
Queues
- Queues follow FIFO (First-In, First-Out)
- Items are added (enqueued) to the rear, and removed (dequeued) from the front.
- A line at a store is a real-world example.
- Queue operations include:
- enqueue: Adds an item to the rear
- dequeue: Removes and returns the front item
- first: Returns the front item without removing it
- last: Returns the last item without removing it
- size: Returns the number of items
- isEmpty: Returns True if empty, False otherwise
- Queue implementations:
- Use Arrays that can be circular for queue, this may eliminate wasted memory or inefficient memory allocation
- Linked Lists
- Time complexity (Big O):
- enqueue/dequeue/first/last/size: O(1) (constant time)
Priority Queues
- Priority queues are like queues but elements have priorities.
- Higher-priority elements are serviced first.
- Airport ticket counters are an example.
Graphs
- A graph is a non-linear data structure with nodes and edges.
- Nodes are often called vertices, edges are the connections.
- Graphs can be directed or undirected (with or without arrowed edge associations).
- Edges can specify weights or weights can be assigned.
- Graph terminology includes:
- Vertex: A node in the graph
- Edge: A connection between two vertices. An edge can be labeled or not.
- Directed graph: Edge connections are directional
- Undirected graph: Edge connections are non-directional
- Loop: An edge connecting a vertex to itself
- Path: A sequence of connected vertices.
- Simple graph: No loops or multiple edges between the same two vertices
- Weighted graph: Edges has weight
- Graph implementation includes:
- Adjacency Matrix
- Use with true/false values to indicate if an edge exists; otherwise use weighted numeric values
- A 2D array can be used.
- Adjacency List
- An array of linked lists
- Adjacency Matrix
- Graph traversal methods include:
- Depth-First Search (DFS): Uses a stack to visit nodes—going deep as far as you can—then backtrack and visit other paths
- Breadth-First Search (BFS): Uses a queue, visits all adjacent nodes of a given node before going to the next node levels.
- Graph algorithms include:
- Path finding (Determining if a path exists)
- Shortest path algorithms (Dijkstra's algorithm): Find the shortest weighted path from a source to all or selected destination vertices
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Description
Test your knowledge of data structures with this quiz that covers important concepts such as stacks and queues. Answer questions related to operations like 'push' and 'pop', and understand the differences in item removal between these structures. Delve into graph traversal algorithms and challenge your understanding.