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What is Data Structures and Algorithms & Guide To Learn DSA

The DSA full form is Data Structures and Algorithms. It is the combination of data structure and algorithms which are used in a programming language to solve any problem statement. DSA can be used in any programming language. So let us understand this two words Data structures and Algorithm accordingly:

1. Data Structure: 

    A data means some values or an input and structure means a place to store the values. These two words together make data structure. It is a way to store and organize data in our computer so that we can easily access or modify the data efficiently. To store and organize the data we use some of the data types such as arrays, linkedlist, stacks, queues, trees and graphs. We understand each of them by a small example.

    2. Algorithm in DSA:

    An algorithm in DSA is the step by step or a sequential procedure to solve a problem . Algorithms are used to perform specific tasks like searching, sorting or processing the data into the data structures.

    What is an Array?

    An Array is not a primitive data type , it  is a collection of elements of the same data type. This  data is stored in contiguous memory locations. It has a fixed size as the size is defined at the time of declaration. The data from tha arrays is accessed using indices. To get started with DSA Array is the most important topic to cover.

    Data Structures and Algorithms Examples

    Real-World Analogy of array in Data Structures and Algorithms:

    Assume an array as a train which has fixed compartments where each compartment has a specific number and stores people in an order. The array works similar to it as it has fixed size and it works sequentially.

    Example of array in DSA:

    • A list of students’ roll numbers: [101, 102, 103, 104]
    • Each student will have a fixed position which is the index in the array.

    Advantage and Applications of Arrays:

    • It is easy to implement and use
    • We can access the data in a fast and efficient way using indices.
    • It can be used in Searching and sorting algorithms in DSA.
    • Mostly used in Storing tabular data.

    What is a Linked List in Data Structures and Algorithms?

    A linked list is a sequential format  of nodes where each node contains data and an address (pointer) to the next node of the linked list. There are three types of linked lists such as singly linked list, doubly linked list, circular linked list.

    Real world Example of Linked List in DSA:

    Assume you are playing a game similar to treasure hunt , you get the clue which contains the location of the next clue. Similarly in the linked list the node contains the address of the next node.

    Example:

    Imagine a playlist of your favorite singer. Each song contains the name of the song(assume data) and a link to the next Song. you can navigate the next song through the first song but can’t directly jump to any song without starting from the beginning.

    Visual representation:

    Song1 -> Song2 -> Song3 -> NULL

    Stacks

    A stack is a data structure which is also called a linear data structure. It follows a principle that  Last in first out (LIFO) means the data which we put in the last will be removed first. It contains some operations such as Push to insert the data , pop to remove the data, and  Peek to view the data at the Top of the stack.

    Example of Stacks in Data Structures and Algorithms:

    Assume you own a Phone Shop which contains a stack of phone boxes where you can only take the top phone box it represents Last in First Out.

    Roadmap To learn Data Structures and Algorithms

    Basics

    • Learn a programming language (C++, Java, Python, etc.).
    • Understand fundamental concepts like variables, loops, and functions.

    Data Structures

    • Arrays, Strings
    • Linked Lists
    • Stacks and Queues
    • Trees (Binary Trees, BST, Heaps)
    • Graphs (DFS, BFS, adjacency lists, etc.)
    • Hashing (Hashmaps, Hash Tables)

    Algorithms

    • Sorting and Searching (Bubble Sort, Quick Sort, Binary Search)
    • Recursion and Backtracking
    • Dynamic Programming
    • Greedy Algorithms
    • Divide and Conquer
    • Graph Algorithms (Dijkstra, Floyd-Warshall, etc.)

    Problem-Solving Practice

    • Start with beginner-friendly problems on platforms like LeetCode, CodeChef, or HackerRank.
    • Gradually move to medium and hard problems.

    Mock Interviews

    • Use mock interviews to simulate the pressure and format of actual interviews.

    Interview Questions from Data Structures and Algorithms?

    1. Arrays

    1. How do you find the maximum sum of a contiguous subarray ?
    2. How can you find two numbers in an array that sum to a given target in On time?
    3. How do you rotate an array by k positions?

    2. Strings

    1. How would you check if a string is a valid palindrome?
    2. How can you find the longest substring without repeating characters?
    3. How do you group strings that are anagrams of each other?

    3. Linked Lists

    1. Can you write a function to reverse a linked list?
    2. How do you detect a cycle in a linked list?
    3. How would you merge two sorted linked lists into a single sorted list?

    4. Stacks and Queues

    1. How can you check if a string has balanced parentheses using a stack?
    2. How would you implement a queue using two stacks?
    3. How do you find the next greater element for each element in an array?

    5. Trees

    1. How would you perform an inorder traversal of a binary tree?
    2. In what way will you  find the lowest common ancestor of two nodes in a binary tree?
    3. How would you check if a binary tree is valid or not?

    6. Graphs

    1. How would you implement Depth First Search (DFS) and Breadth First Search (BFS)?
    2. How do you find the shortest path in a weighted graph (e.g., Dijkstra’s Algorithm)?
    3. How can you detect a cycle in a directed graph?

    7. Dynamic Programming

    1. How would you solve the Climbing Stairs problem, where you can take 1 or 2 steps at a time?
    2. How can you determine the longest increasing subsequence in an array?

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