Growth Comparison of Functions Explained | Notehub
Learn about growth comparison of functions and apply L'Hopital's Rule to determine orders of growth with examples and explanations


Learn about growth comparison of functions and apply L'Hopital's Rule to determine orders of growth with examples and explanations

Learn about asymtotic notation, Big O, Omega, and Theta. Understand how to categorize functions based on growth with examples and theorems
Understand algorithm analysis by comparing n², n log₂n, and 3ⁿ growth rates using asymptotic analysis and L’Hôpital’s Rule in DAA.
Discover algorithm basics, time complexity & space complexity. Learn how to measure performance with examples
Learn about binary search recurrence relation, its equation and how it's used to find elements in an array efficiently with examples

Explore Merge Sort, a divide and conquer algorithm that efficiently sorts arrays using merging, recursion, recurrence relations, and O(n log n) complexity.
Quick Sort Algorithm: Divide and Conquer with Worst, Best & Average Case Analysis It is a popular sorting method based on the divide-and-conquer approa
Learn about the greedy approach in algorithm design, its characteristics and applications in optimization problems like knapsack and spanning trees
Learn about graph data structure, types of graphs and their properties, including connected graphs and spanning trees with graph

Learn the Floyd–Warshall Algorithm for finding all pairs shortest paths with a worked example, matrices, recurrence, and O(n³) complexity.

Learn how the minimax algorithm uses divide and conquer to make decisions in adversarial search, with a focus on time complexity and recurrence.

Learn permutation and combination concepts, formulas, and differences with examples and a recursive algorithm for generating permutations.
Learn about binary search tree properties and types, including balanced and skewed trees, with examples and explanations of search algorithms
Discover how the Branch and Bound technique accelerates algorithm speed and reduces state-space tree size for optimal solutions.

Learn the tower of hanoi problem and its recursive solution with example moves and time complexity analysis for optimal understanding
Learn how to find gcd of two numbers and simplify fractions with our guide on greatest common divisor calculation methods
Fractional Knapsack Problem: Greedy Algorithm with Solved Example In the fractional knapsack problem , we have items of known values and weights, and a kna
Learn dynamic programming to solve 0/1 knapsack problem with optimal subset selection and capacity constraints for maximum profit

(MST) Kruskal’s & Prim's Algorithm Kruskal’s and Prim’s algorithms are two fundamental greedy approaches used to find a Minimum Spanning Tree (MST) of
Learn Dijkstra's algorithm to find shortest paths in weighted graphs with non-negative edge weights, used in GPS and network routing
Learn how to optimize job scheduling to maximize profit within deadlines. Discover effective strategies and techniques for job scheduling.
Learn bfs and dfs algorithms with examples and implementations to solve complex problems efficiently and effectively every time
Learn about Optimal Binary Search Tree (OBST) technique, a dynamic programming approach to minimize average search cost in binary search trees with given
Learn about the traveling salesman problem, a classic problem in combinatorial optimization and operations research, with solutions
Learn to solve assignment problem using branch and bound technique to minimize total assignment cost with given constraints