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C
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HTML
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React JS
Resume Preparation

DS Using C

DS – Introduction
DS – Memory Allocation
DS – Functions in C
DS – Arrays in C
DS – Strings in C
DS – Structures in C
DS – Pointers in C
DS – Dynamic Memory Allocation in C
DS – Stack Data Structure
DS – Stack Operations
DS – Stack Program without Functions
DS – Stack using and Functions
DS – Stack Using Pointers
DS – Stack Program using Pointers
DS – Queue Data Structure
DS – Queue Operations
DS – Queue Program using Arrays
DS – Dynamic Queue
DS – Queue implementation using Pointers
DS – Circular Queue
DS – Circular Queue Program
DS – Circular Queue Program in Other way
DS – Double Ended Queue
DS – Double Ended Queue Program
DS – Linked Lists Introduction
DS – Single Linked List
DS – Single Linked List Program
DS – Swapping Node values in Single Linked List
DS – Stack using Single Linked List
DS – Stack Program using Linked List
DS – Queue using Linked List
DS – Reverse Linked List
DS – Search Element in Linked List
DS – Sort Linked List
DS – Merge 2 Linked Lists
DS – Adjecent Node Swapping in Linked List
DS – Linked List using Recursion
DS – Reverse Linked List using Recursion
DS – Double Linked List
DS – Double Linked List – Insertion – Display
DS – Double Linked List Removal
DS – Reverse Double Linked List
DS – Double Linked List Program
DS – Slow Fast Pointer in C
DS – Circular Linked List
DS – Binary Search Tree
DS – Insert Node into BST
DS – BST Node Deletion
DS – BST Traversal
DS – BST Insertion using Recursion
BST Traversal without Recursion
DS – Expression Evaluation
DS – Infix to Postfix Conversion
DS – Infix to Postfix Program
DS – Infix to Prefix Algorithm
DS – Infix to Prefix Program
DS – Construct Expression Tree from Prefix expression
DS – Code implementation from Prefix to Postfix:
DS – Algorithm to construct Expression tree from Postfix
DS – Code implementation from Postfix to Prefix:
DS – Evaluation of Prefix Expression
DS – Algorithm to evaluate Postfix expression
DS – Introduction to Graphs
DS – Graph Operations
DS – Program to Create Graph
DS – BFS Graph Traversal
DS – DFS Graph Algorithm
DS – AVL Trees
DS – AVL Rotations
DS – AVL Double Rotations
DS – AVL Program
DS – AVL Program Explanation
DS – Perform AVL Tree Operations
DS – Red Black Trees
DS – AVL Tree Operations
DS – Linear Search
DS – Linear search using recursion
DS – Binary Search
DS – Hash Search Algorithm
DS – Hash Search Algorithm – Load Factor
DS – Hash Search Algorithm Program
DS – Sorting Techniques
DS – Bubble Sort Algorithm
DS – Optimized Bubble Sort
DS – Selection Sort
DS – Insertion Sort
DS – Heap Sort Algorithm
DS – Heap Sort Program
DS – Merge Soft Algorithm
DS – Merge Sort Program
DS – Quick Sort Algorithm
DS – Time complexity
DS – Adjacency Matrix
DS – Prim’s Code Program
DS – Dijkstra’s algorithm
DS – Minimum Spanning Tree
DS – Cost of Minimum Spanning Tree
DS – Huffman Coding

DS – Insert Node into BST

Steps to insert node into Tree:

Create the node.
Travel from the Root node and find the Parent node.
Connect to Left or Right depends on the value of new node.
Least value is connected to left side of Parent node.
Highest value is connected to right side of Parent node.

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