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JavaScript data structures
Home/Blog/Programming/6 JavaScript data structures you must know

6 JavaScript data structures you must know

10 min read
May 19, 2025
content
What are data structures?
Types of Javascript data structures
Data structure 1: Array
Advantages of Array
Disadvantages of Array
Applications of Array
Data structure 2: Queues
Advantages of Queues
Disadvantages of Queues
Applications of Queues
Data structure 3: Linked list
Advantages of linked list
Disadvantages of linked list
Applications of linked list
Data structure 4: Trees
Advantages of trees
Disadvantages of trees
Applications of trees
Data structure 5: Graphs
Advantages of graphs
Disadvantages of graphs
Applications of graphs
Data structure 6: Hash tables (map)
Advantages of hash tables
Disadvantages of hash tables
Applications of hash tables
Data structures comparison table
What to learn next
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Key takeaways:

  • Data structures are techniques for organizing, modifying, and accessing data efficiently. They are foundational in various fields, such as operating systems, AI, and databases, and are critical for creating tailored algorithms and managing large datasets.

  • Linear data structures: Arrays provide numeric indexing but can be inefficient for insertion/deletion; queues operate on a FIFO basis, ideal for buffering; and linked lists allow efficient insertion/deletion via node pointers (though traversals may be slower).

  • Non-linear and associative structures: Trees organize data hierarchically for efficient searching (especially when balanced); graphs model complex networks using nodes and edges with traversal algorithms like DFS/BFS, and hash tables store key-value pairs with near constant-time access (collision handling is key).

Data structures are the backbone of efficient programming, whether you’re handling API calls, managing state in front-end frameworks, or optimizing backend services. In coding interviews, they’re make-or-break. In real-world projects, they determine whether your code is clean and efficient or sluggish and messy.

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In this blog, we’ll explore the 6 must-know data structures in JavaScript—complete with examples, advantages, disadvantages, and real-world use cases. Whether you’re prepping for an interview or looking to write faster, smarter code, these concepts will sharpen your skills.

What are data structures?#

Data structures are techniques for storing and organizing data that make it easier to modify, navigate, and access. They determine how data is collected, the operations available for it, and the relationships between data elements.

Data structures are used in almost all areas of computer science and programming, from operating systems to basic vanilla code to artificial intelligence. They enable us to:

  • Manage and process large datasets.

  • Search for particular data from a database.

  • Design tailored algorithms for specific problems.

  • Handle multiple user requests simultaneously.

  • Simplify and speed up data processing.

Data structures are vital for efficient, real-world problem-solving and have a great impact on performance and usability. Most top companies require a strong understanding of data structures.

Anyone looking to crack the coding interview will need to master data structures.

JavaScript has primitive and non-primitive data structures: 

  • Primitive data structures and data types are native to the programming language. These include boolean, null, number, string, etc.

  • Non-primitive data structures are not defined by the programming language but rather by the programmer. These include linear data structures, static data structures, and dynamic data structures, like queues and linked lists.

Types of Javascript data structures#

Let’s explore each essential JavaScript data structure.

Data structure 1: Array#

An array stores data in memory for later use. Each cell in an array has a corresponding numeric index used to select its data. Whenever you’d like to use the array, all you need are the desired indexes, and you can access any of the data within.

In JavaScript, arrays are dynamically sized, meaning you can add or remove elements without manually resizing the structure. However, operations like inserting in the middle (.splice()) or deleting from specific positions can be inefficient because elements may need to be re-indexed. Understanding when to use an array vs. other data structures, like linked lists, can optimize performance.

Visual representation of an array
Visual representation of an array

In JavaScript, the array would look like this:

// Creating an array
const fruits = ["Apple", "Banana", "Cherry"];
// Accessing elements in the array
console.log(fruits[0]); // Output: Apple
console.log(fruits[1]); // Output: Banana
// Adding elements to the array
fruits.push("Mango");
console.log(fruits); // Output: ["Apple", "Banana", "Cherry", "Mango"]
// Removing the last element
const removedFruit = fruits.pop();
console.log(removedFruit); // Output: Mango
console.log(fruits); // Output: ["Apple", "Banana", "Cherry"]
// Removing the first element
const firstFruit = fruits.shift();
console.log(firstFruit); // Output: Apple
console.log(fruits); // Output: ["Banana", "Cherry"]
// Adding an element at the start
fruits.unshift("Orange");
console.log(fruits); // Output: ["Orange", "Banana", "Cherry"]
// Iterating over the array
fruits.forEach((fruit, index) => {
console.log(`Fruit at index ${index}: ${fruit}`);
});
// Output:
// Fruit at index 0: Orange
// Fruit at index 1: Banana
// Fruit at index 2: Cherry
// Checking the length of the array
console.log(`Total fruits: ${fruits.length}`); // Output: Total fruits: 3
// Finding an element
const hasBanana = fruits.includes("Banana");
console.log(`Is Banana in the list? ${hasBanana}`); // Output: Is Banana in the list? true
// Modifying an element
fruits[1] = "Grapes";
console.log(fruits); // Output: ["Orange", "Grapes", "Cherry"]

Advantages of Array#

  • Simple to create and use

  • Foundational building block for complex data structures

Disadvantages of Array#

  • Expensive to insert/delete or resequence values

  • Inefficient to sort

Applications of Array#

  • Basic spreadsheets

  • As a component of more complex structures like hash tables

While arrays are excellent for indexed data access, they struggle with dynamic data flows. That’s where queues come in—perfect for scenarios where order and timing matter, like processing tasks or handling API requests.

Data structure 2: Queues#

Consider a single-lane tunnel: the first car to enter is the first car to exit. If other cars wish to exit but the first stops, all cars will have to wait for the first to exit before they can proceed. Queues are conceptually like a tunnel where data enters and exits in a sequence. As a result, queues can be thought of as a FIFO (First In, First Out) structure. These are helpful as a buffer for requests, storing each request in the order it was received until it can be processed.

Visual representation of a queue
Visual representation of a queue

In JavaScript, a queue would look like this:

class Queue {
constructor() {
this.items = [];
}
// Add an element to the back of the queue
enqueue(element) {
this.items.push(element);
console.log(`${element} added to the queue.`);
}
// Remove an element from the front of the queue
dequeue() {
if (this.isEmpty()) {
console.log("Queue is empty.");
return null;
}
const removed = this.items.shift();
console.log(`${removed} removed from the queue.`);
return removed;
}
// Peek at the front element without removing it
front() {
if (this.isEmpty()) {
console.log("Queue is empty.");
return null;
}
return this.items[0];
}
// Check if the queue is empty
isEmpty() {
return this.items.length === 0;
}
// Get the size of the queue
size() {
return this.items.length;
}
// Print the queue elements
printQueue() {
console.log("Queue contents:", this.items.join(" -> "));
}
}
// Example usage
const queue = new Queue();
queue.enqueue(10); // Output: 10 added to the queue.
queue.enqueue(20); // Output: 20 added to the queue.
queue.enqueue(30); // Output: 30 added to the queue.
queue.printQueue(); // Output: Queue contents: 10 -> 20 -> 30
queue.dequeue(); // Output: 10 removed from the queue.
console.log("Front element:", queue.front()); // Output: Front element: 20
console.log("Queue size:", queue.size()); // Output: Queue size: 2
queue.printQueue(); // Output: Queue contents: 20 -> 30

Advantages of Queues#

  • Dynamic size

  • Processes data in the order it was received

  • Low runtime

Disadvantages of Queues#

  • Limited access—can only retrieve the oldest element

Applications of Queues#

  • Effective as a buffer when receiving frequent data

  • A convenient way to store order-sensitive data, such as stored voicemails

  • Ensures the oldest data is processed first

Although queues efficiently maintain order, their rigid structure can be limiting when frequent insertions or deletions are needed. Linked lists address this by allowing swift modifications at any point in the sequence without reordering the entire collection.

Data structure 3: Linked list#

Rather than indexes or positions, linked lists use a referencing system: elements are stored in nodes that contain a pointer to the next node, repeating until all nodes are linked. This system allows efficient insertion and removal of items without the need for reorganization.

Visual representation of a linked list
Visual representation of a linked list

In JavaScript, a linked list would look like this:

// Define a Node class
class Node {
constructor(value) {
this.value = value; // The value of the node
this.next = null; // Pointer to the next node
}
}
// Define a LinkedList class
class LinkedList {
constructor() {
this.head = null; // Start of the list
this.size = 0; // Number of nodes in the list
}
// Add a new node to the end of the list
append(value) {
const newNode = new Node(value);
if (this.head === null) {
// If the list is empty, set head to the new node
this.head = newNode;
} else {
// Traverse to the end and add the new node
let current = this.head;
while (current.next !== null) {
current = current.next;
}
current.next = newNode;
}
this.size++;
}
// Add a new node to the beginning of the list
prepend(value) {
const newNode = new Node(value);
newNode.next = this.head;
this.head = newNode;
this.size++;
}
// Remove a node with the given value
remove(value) {
if (!this.head) return null;
// If the head is the node to be removed
if (this.head.value === value) {
this.head = this.head.next;
this.size--;
return;
}
// Traverse the list to find and remove the node
let current = this.head;
let previous = null;
while (current !== null && current.value !== value) {
previous = current;
current = current.next;
}
if (current === null) return null; // Node not found
previous.next = current.next;
this.size--;
}
// Print the list as an array for visualization
printList() {
const elements = [];
let current = this.head;
while (current !== null) {
elements.push(current.value);
current = current.next;
}
console.log(elements);
}
// Get the size of the list
getSize() {
return this.size;
}
// Search for a value in the list
search(value) {
let current = this.head;
while (current !== null) {
if (current.value === value) {
return true; // Value found
}
current = current.next;
}
return false; // Value not found
}
}
// Example usage of LinkedList
const list = new LinkedList();
list.append(10); // List: [10]
list.append(20); // List: [10, 20]
list.append(30); // List: [10, 20, 30]
list.prepend(5); // List: [5, 10, 20, 30]
list.printList(); // Output: [5, 10, 20, 30]
console.log("Is 20 in the list?", list.search(20)? "Yes":"No"); // Output: true
console.log("Size of the list:", list.getSize()); // Output: 4
list.remove(10); // Remove node with value 10
list.printList(); // Output: [5, 20, 30]
list.remove(5); // Remove node with value 5
list.printList(); // Output: [20, 30]

Advantages of linked list#

  • Efficient insertion and removal of new elements

  • Less complex than restructuring an array

  • Ideal for dynamic data manipulation

Disadvantages of linked list#

  • More memory-intensive than arrays

  • Inefficient to retrieve a specific element

  • Inefficient for backward traversal

Applications of linked list#

  • Best used when frequent data addition or removal is required

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Linked lists offer flexibility in data manipulation, but their linear nature can slow down search operations. Trees solve this by organizing data hierarchically, enabling quicker searches and a more structured representation of relationships.

Data structure 4: Trees#

Trees are another relation-based data structure that represents hierarchical structures. Like a linked list, nodes contain both data elements and pointers marking their child nodes.

Each tree has a root node that contains references to all elements directly below it, which are known as its child nodes. This continues, with each child node branching off into more child nodes.

Nodes with linked child nodes are called internal nodes, while those without child nodes are external nodes. A common type of tree is the “binary search tree,” which is used to easily search stored data because the search duration is dependent on the number of levels down the tree.

Visual representation of a tree
Visual representation of a tree

In JavaScript, a tree would look like this:

class TreeNode {
constructor(value) {
this.value = value; // Value stored in the node
this.children = []; // Array to hold child nodes
}
// Add a child node
addChild(child) {
this.children.push(child);
}
// Remove a child node by value
removeChild(value) {
this.children = this.children.filter(child => child.value !== value);
}
}
class Tree {
constructor(rootValue) {
this.root = new TreeNode(rootValue); // The root node of the tree
}
// Depth-First Search (DFS) to traverse the tree
traverseDFS(node = this.root) {
if (!node) return;
console.log(node.value); // Process the current node
node.children.forEach(child => this.traverseDFS(child)); // Recursively traverse children
}
// Breadth-First Search (BFS) to traverse the tree
traverseBFS() {
const queue = [this.root]; // Initialize a queue with the root node
while (queue.length > 0) {
const currentNode = queue.shift(); // Dequeue the front node
console.log(currentNode.value); // Process the current node
// Enqueue all child nodes
queue.push(...currentNode.children);
}
}
}
// Create a tree with a root node
const tree = new Tree("Root");
// Add child nodes to the root
const child1 = new TreeNode("Child 1");
const child2 = new TreeNode("Child 2");
tree.root.addChild(child1);
tree.root.addChild(child2);
// Add grandchildren to "Child 1"
const grandchild1 = new TreeNode("Grandchild 1");
const grandchild2 = new TreeNode("Grandchild 2");
child1.addChild(grandchild1);
child1.addChild(grandchild2);
// Add grandchildren to "Child 2"
const grandchild3 = new TreeNode("Grandchild 3");
child2.addChild(grandchild3);
// Traverse the tree using Depth-First Search (DFS)
console.log("DFS Traversal:");
tree.traverseDFS();
// Output:
// Root
// Child 1
// Grandchild 1
// Grandchild 2
// Child 2
// Grandchild 3
// Traverse the tree using Breadth-First Search (BFS)
console.log("\nBFS Traversal:");
tree.traverseBFS();
// Output:
// Root
// Child 1
// Child 2
// Grandchild 1
// Grandchild 2
// Grandchild 3

A binary search tree (BST) is a specialized form of a binary tree used for efficient data storage, retrieval, and manipulation. It ensures that the data is organized to allow quick searching, insertion, and deletion operations. BSTs are widely used in various applications, such as databases, file systems, and coding problems.

In a BST, each node has the following key properties:

  1. Left subtree rule: All nodes in the left subtree of a node must have values less than the value of the node itself.

  2. Right subtree rule: All nodes in a node’s right subtree must have values greater than the node’s own value.

  3. No duplicate rule: Typically, BSTs do not allow duplicate values.

BSTs are fundamental to many algorithms and are a cornerstone of computer science for solving problems that require fast data operations.

Advantages of trees #

  • Ideal for storing hierarchical relationships

  • Dynamic size

  • Quick at insert and delete operations

  • Efficient at searches; length is only O(height)O(height)

Disadvantages of trees #

  • Slow to rearrange nodes

  • Child nodes hold no information about their parent node

  • Can degenerate into linear search (scanning all elements) if not implemented with balanced subtrees

Applications of trees#

  • Storing hierarchical data, such as a file location

  • Binary search trees are excellent for tasks that need searching or ordering of data

Trees provide a solid hierarchical framework, yet they are confined to a single parent-child relationship. Graphs expand on this by capturing complex, multidirectional relationships, making them perfect for modeling networks and interconnected systems.

Data structure 5: Graphs#

Graphs are a relation-based data structure helpful for storing web-like relationships. Each node (called a vertex) has a title (A, B, C, etc.), a value contained within, and a list of links (called edges) it has with other vertices.

Visual representation of the directed and undirected graph
Visual representation of the directed and undirected graph

In the above example, each circle is a vertex, and each line is an edge. If produced in writing, the structure of the undirected graph would look like the following:

V={A,B,C,D,E,F} V = \{A, B, C, D, E, F\}

E={AB,AC,BC,BD,CD,DE,DF} E = \{AB, AC, BC, BD, CD, DE, DF\}

For the directed graph, the vertex set is the same as the undirected graph. However, the edge set of the directed graph is as follows:

E={AC,BA,BD,CB,CD,DE,DF} E = \{AC, BA, BD, CB, CD, DE, DF\}

While hard to visualize at first, this structure is invaluable in conveying relationship charts in textual form, anything from circuitry to train networks.

In JavaScript, a graph would look like this:

class Graph {
constructor() {
this.adjacencyList = {}; // Object to store the graph as an adjacency list
}
// Add a vertex (node) to the graph
addVertex(vertex) {
if (!this.adjacencyList[vertex]) {
this.adjacencyList[vertex] = [];
}
}
// Add an edge between two vertices
addEdge(vertex1, vertex2) {
if (this.adjacencyList[vertex1]) {
this.adjacencyList[vertex1].push(vertex2);
}
if (this.adjacencyList[vertex2]) {
this.adjacencyList[vertex2].push(vertex1); // Remove this for a directed graph
}
}
// Remove an edge between two vertices
removeEdge(vertex1, vertex2) {
this.adjacencyList[vertex1] = this.adjacencyList[vertex1].filter(v => v !== vertex2);
this.adjacencyList[vertex2] = this.adjacencyList[vertex2].filter(v => v !== vertex1);
}
// Remove a vertex and all associated edges
removeVertex(vertex) {
while (this.adjacencyList[vertex]?.length) {
const adjacentVertex = this.adjacencyList[vertex].pop();
this.removeEdge(vertex, adjacentVertex);
}
delete this.adjacencyList[vertex];
}
// Depth-First Search (DFS) - Recursive
dfsRecursive(start, visited = {}, result = []) {
if (!start) return result;
visited[start] = true;
result.push(start);
this.adjacencyList[start].forEach(neighbor => {
if (!visited[neighbor]) {
this.dfsRecursive(neighbor, visited, result);
}
});
return result;
}
// Breadth-First Search (BFS) - Iterative
bfsIterative(start) {
const queue = [start];
const visited = {};
const result = [];
visited[start] = true;
while (queue.length) {
const current = queue.shift();
result.push(current);
this.adjacencyList[current].forEach(neighbor => {
if (!visited[neighbor]) {
visited[neighbor] = true;
queue.push(neighbor);
}
});
}
return result;
}
}
// Create a new graph
const graph = new Graph();
// Add vertices
graph.addVertex("A");
graph.addVertex("B");
graph.addVertex("C");
graph.addVertex("D");
graph.addVertex("E");
graph.addVertex("F");
// Add edges
graph.addEdge("A", "B");
graph.addEdge("A", "C");
graph.addEdge("B", "C");
graph.addEdge("B", "D");
graph.addEdge("C", "D");
graph.addEdge("D", "E");
graph.addEdge("D", "F");
// Display adjacency list
console.log("Adjacency List:", graph.adjacencyList);
// Output:
// Adjacency List: { A: [ 'B', 'C' ], B: [ 'A', 'D' ], C: [ 'A', 'E' ], D: [ 'B', 'E' ], E: [ 'C', 'D' ] }
// Perform Depth-First Search (DFS)
console.log("DFS Traversal:", graph.dfsRecursive("A"));
// Output: DFS Traversal: [ 'A', 'B', 'D', 'E', 'C' ]
// Perform Breadth-First Search (BFS)
console.log("BFS Traversal:", graph.bfsIterative("A"));
// Output: BFS Traversal: [ 'A', 'B', 'C', 'D', 'E' ]

Advantages of graphs#

  • Can quickly convey visuals over text

  • Flexible modeling of subjects containing a relational structure

Disadvantages of graphs#

  • Time-consuming to analyze large graphs

  • Complex visualization

Applications of graphs#

  • Network representations

  • Modeling social networks, such as Facebook

While graphs effectively depict intricate connections, they can be less efficient for rapid data retrieval. Hash tables step in by mapping keys directly to values, offering near-instant access even in large datasets.

Data structure 6: Hash tables (map)#

Hash tables are a complex data structure capable of storing and retrieving elements efficiently. This data structure relies on the concept of key/value pairs, where the “key” is a searched string, and the “value” is the data paired with that key.

Visual representation of the hash table
Visual representation of the hash table

Each searched key is converted into a numerical value, called a hash, using a predefined hash function. This hash then points to a storage bucket—a smaller subgroup within the table. It then searches the bucket for the originally entered key and returns the value associated with that key.

In JavaScript, a hash table would look like this:

class HashEntry {
constructor(key, value) {
this.key = key; // Key for the entry
this.value = value; // Value associated with the key
this.next = null; // Reference to the next entry in the chain
}
}
class HashTable {
constructor(slots = 10) {
this.slots = slots; // Number of slots in the hash table
this.size = 0; // Current number of entries
this.bucket = new Array(this.slots).fill(null); // Array of buckets
}
// Hash function
getIndex(key) {
return key % this.slots; // Compute index using modulo operation
}
// Add key-value pair
add(key, value) {
const index = this.getIndex(key); // Compute the hash index
const newEntry = new HashEntry(key, value);
if (this.bucket[index] === null) {
this.bucket[index] = newEntry; // Insert entry if bucket is empty
} else {
let current = this.bucket[index];
while (current !== null) {
if (current.key === key) { // Key already exists, update value
current.value = value;
return;
}
if (current.next === null) break; // Traverse to the end of the chain
current = current.next;
}
current.next = newEntry; // Add new entry at the end of the chain
}
this.size++; // Increment size
}
// Search for a key
search(key) {
const index = this.getIndex(key); // Compute the hash index
let current = this.bucket[index]; // Retrieve the chain at the index
while (current !== null) { // Traverse the chain
if (current.key === key) { // Key found
return current.value; // Return the associated value
}
current = current.next; // Move to the next entry
}
return null; // Key not found
}
// Delete a key-value pair
delete(key) {
const index = this.getIndex(key); // Compute the hash index
let current = this.bucket[index];
let prev = null;
while (current !== null) {
if (current.key === key) { // Key found
if (prev === null) {
this.bucket[index] = current.next; // Remove first entry
} else {
prev.next = current.next; // Skip the current entry
}
this.size--; // Decrement size
return true; // Successfully deleted
}
prev = current;
current = current.next; // Move to the next entry
}
return false; // Key not found
}
}
// Test the Hash Table implementation
const ht = new HashTable();
ht.add(1, "Educative");
ht.add(11, "JavaScript");
ht.add(21, "HashTable");
// Search for a key
console.log(ht.search(11)); // Output: JavaScript
// Delete a key
console.log(ht.delete(11)); // Output: true
// Try to search for the deleted key
console.log(ht.search(11)); // Output: null

Advantages of hash tables#

  • A key can be in any form, while the array’s indexes must be integers

  • Highly efficient search function

  • Constant cost for insertion or deletion operations

Disadvantages of hash tables#

  • Collisions (an error caused when two keys convert to the same hash code or two hash codes point to the same value) can be common and often require an overhaul of the hash function.

Applications of hash tables#

  • Database storage

  • Address lookups by name

Each hash table can be very different, from the types of keys and values to the way its hash functions work. Due to these differences and the multi-layered aspects of a hash table, it is nearly impossible to encapsulate so generally.

Data structures comparison table#

Here’s a comparison table summarizing the key features of the discussed data structures:

Data structure

Type

Advantages

Disadvantages

Applications

Array

Linear

  • Simple to use

  • Fast access by index

  • Expensive insertions/deletions

  • Inefficient to sort

  • Spreadsheets

  • Hash tables

  • Storing simple data

Queue

Linear

  • Dynamic size

  • Maintains order of elements (FIFO)

  • Only retrieves the oldest element

  • Inefficient access

  • Buffering requests

  • Managing tasks

  • Scheduling

Linked list

Linear

  • Efficient insertion/removal

  • No organization required

  • High memory usage

  • Slow to retrieve elements

  • Handling dynamic data

  • Implementing queues or stacks

Tree

Hierarchical

  • Efficient search (binary search tree)

  • Dynamic size

  • Slow to rearrange nodes

  • Degeneration to linear form

  • File systems

  • Hierarchical relationships

  • Searching data

Graph

Non-linear (relations)

  • Models complex relationships

  • Efficient for web-like structures

  • Hard to visualize

  • Difficult to find the shortest path

  • Networking

  • Social networks

  • Web crawlers

Hash table (map)

Non-linear (key-value)

  • Efficient search/insert

  • Constant time complexity

  • Collision issues

  • Requires careful hash function design

  • Database indexing

  • Caching

  • Address lookups

This table provides a quick overview, comparing the data structures in terms of their types, advantages, disadvantages, and common applications.

What to learn next#

There’s a lot to learn about data structures in JavaScript. Hands-on practice is key to success with coding interviews. It’s important to move beyond theory and apply these concepts to real-world solutions.

If you’re ready to tackle real-world problems, explore the “Data Structures for Coding Interviews in JavaScript” course. It offers a comprehensive review of essential data structures, including arrays, linked lists, stacks, queues, graphs, trees, tries, heaps, and hash tables. You’ll learn practical implementation techniques, solve challenges, and master concepts like time complexity, algorithm efficiency, and Big O notation. This course equips you with the skills needed to excel in coding interviews and beyond.

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Data Structures for Coding Interviews in JavaScript

Data structures are amongst the very fundamentals of Computer Science and are often a core decision in developing efficient programs. Consequently, they are also largely categorized as a vital benchmark of computer science knowledge when it comes to industry interviews. This course contains a detailed review of all the common data structures and provides implementation level details in JavaScript to allow readers to become well equipped with all the different data structures they can leverage to write better code!

35hrs
Beginner
65 Challenges
24 Quizzes

By the end of this course, you won’t just understand data structures—you’ll know how to use them to solve real-world coding challenges, excel in interviews, and write efficient, scalable JavaScript code.

Happy learning!

Continue reading about JavaScript#


Frequently Asked Questions

What is the === on arrays in JavaScript?

The === operator in JavaScript checks for strict equality, meaning it compares both the value and the type of the operands. When applied to arrays, === checks if both arrays reference the exact same memory location (i.e., they are the same object).

Two arrays with identical contents but stored in different memory locations will not be considered equal.

const array1 = [1, 2, 3];
const array2 = [1, 2, 3];
console.log(array1 === array2); // false (different memory references)

const array3 = array1;
console.log(array1 === array3); // true (same memory reference)

What are the four types of queues?

The four main types of queues are:

  1. Simple queue (FIFO queue)
    • First In, First Out: Elements are inserted at the rear and removed from the front.
    • Example: Task scheduling.
  2. Circular queue
    • The last position connects back to the first position to form a circle.
    • Used for optimizing memory in fixed-size queues, such as buffers.
  3. Priority queue
    • Elements are dequeued based on priority rather than the order of arrival.
    • Example: Task scheduling with priorities.
  4. Deque (Double-ended queue)
    • Elements can be added or removed from both ends.
    • Variants: Input-restricted (insertions only at one end) or output-restricted (deletions only at one end).
    • Example: Undo operations in editors.

What is the use of a graph in data structure?

Graphs are used to represent relationships between entities. They are especially useful when dealing with connected data or network-like structures.

Common uses of graphs:

  • Networking
    • Social networks: Representing friendships (nodes as people, edges as relationships).
    • Computer networks: Nodes represent devices, edges represent connections.
  • Shortest path/navigation
    • GPS systems and maps use graphs to find the shortest routes.
  • Web crawling and search engines
    • Represent websites and links between them.
  • Dependency management
    • Package managers (e.g., npm, pip) use graphs to handle dependencies.
  • Knowledge representation
    • Representing semantic relationships, e.g., in AI applications.

When should we use a Map?

A Map in JavaScript is ideal when you need to store key-value pairs and require:

  • Key flexibility: Keys can be of any type, including objects, functions, and primitives (unlike objects, where keys are strings or symbols).
  • Efficient lookup and insertion: Map provides constant time complexity for these operations, making it faster than a regular object in some cases.
  • Preserved order: A Map maintains the order of insertion for its keys, unlike regular objects.
  • Built-in methods: Map offers convenient methods like .set(), .get(), .has(), .delete(), and iteration with .forEach() or for...of.

Use cases for Map:

  • Caching results in an application.
  • Associating metadata with DOM elements.
  • Tracking counts or occurrences in algorithms (e.g., counting words in a string).

Example:

const map = new Map();
map.set('key1', 'value1');
map.set({ id: 1 }, 'objectValue');
console.log(map.get('key1')); // 'value1'
console.log(map.size); // 2

Written By:
Amanda Fawcett

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