“Find Nth Root Fast! Linear Search → Binary Search → Newton’s Method (Full Math Proof)”
“Nth Root in Java | 3 Approaches + Newton’s Method Intuition Explained!”
“Master Nth Root of m | Math Logic + Optimized Algorithms + Java Implementation”
In this lecture, we learn how to find the *nth root of a number m* using three powerful techniques:
1️⃣ Linear Search
2️⃣ Binary Search
3️⃣ Newton’s Method (Fastest & Most Mathematical)
We start with the basic brute-force intuition, move into optimizing the search using binary search, and finally understand the beautiful mathematics behind *Newton–Raphson iteration* for computing nth roots with very high precision.
You are given 2 numbers n and m, the task is to find n√m (nth root of m). If the root is not integer then return -1.
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Whether you're preparing for FAANG, product-based companies, coding rounds, or want to strengthen your fundamentals, this channel brings you the best structured DSA explanations with zero confusion.
Step-by-step logic
Mathematical reasoning
Multiple approaches (Naive → Optimized)
Time & Space complexity
Real interview insights
Clean and easy-to-understand code
Data Structures (Arrays, Strings, Stacks, Queues, Trees, Graphs, LinkedList, Hashing, Heaps)
Algorithms (Sorting, Searching, Binary Search, Greedy, DP, Recursion, Backtracking, Graph Algorithms)
Math Logic for coding (Number Theory, Combinatorics, Modular Arithmetic)
Coding interview questions with full proof and code
Competitive programming tricks and optimizations
LeetCode, GFG, Codeforces, HackerRank problem explanations
Pattern printing & logic building
Time complexity mastery
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