Explain graph representations (adjacency matrix, adjacency list), graph traversal algorithms (DFS, BFS), and shortest path algorithms (Dijkstra’s, Bellman-Ford).
Overcoming coding challenges can be daunted, but with positive mindset and certain right procedures, we can easily figure it out. Let me share few steps to keep in mind. Understand the problem thoroughly Write the pseudo code Break down the program Write the code Test with sample test cases ConsRead more
Overcoming coding challenges can be daunted, but with positive mindset and certain right procedures, we can easily figure it out. Let me share few steps to keep in mind.
- Understand the problem thoroughly
- Write the pseudo code
- Break down the program
- Write the code
- Test with sample test cases
- Consistent practice
- Seek the help if needed.
1) Understand the problem thoroughly:
Read the program statement clearly and note down the input and required output. Clarify all the doubts regarding the question.
2)Write the pseudo code:
Don’t try to write the code immediately after reading the problem statement. Try to analyze and write pseudo code / algorithm.
3)Break down the code:
This is the effective way of solving the error and problems. After writing pseudo code, start to write the code and break down the code to check using multiple printf function method.
4)Write full code:
Write full code with the help of pseudo code
5)Test with sample test cases:
Test your solution with the sample test cases and note down the result. Try to make your solution optimized.
6)Consistent practice:
“Practice makes a man perfect”
Practice consistently and learn from the mistakes.
7)Seek the help if needed:
Don’t hesitate to ask help from the experts or teachers. It will make your solutions effective.
Hope this writing helps you to overcome the challenges in coding. Also comment if any queries regarding this.
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Graph Theory examines graphs, which are structures made of vertices (nodes) and edges connecting them, crucial for analyzing complex networks and relationships. Graph Representations Adjacency Matrix: A grid where each cell (i, j) shows the presence or weight of an edge between vertices i and j. ItRead more
Graph Theory examines graphs, which are structures made of vertices (nodes) and edges connecting them, crucial for analyzing complex networks and relationships.
Graph Representations
Graph Traversal Algorithms
Shortest Path Algorithms
These concepts are fundamental for solving problems in network analysis and route optimization.
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