Скачать или смотреть 🔥Graph Theory Module 4 BCS405B | Most Expected

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In this video, we cover the most expected and repeated questions from Graph Theory Module 4 (Subject Code: BCS405B) — for VTU 4th Sem CSE | CBCS 2022 Scheme

These questions are carefully selected from:
✅ VTU Model, Makeup, and Regular Question Papers
✅ PDF-Based Handwritten Notes (Same used in video)
✅ Most asked questions in external exams
✅ Important for scoring full 20/20 in Module 4

pdf link :-
https://drive.google.com/file/d/18P2W...

📘 What’s Covered in This Video (Module 4 – BCS405B):

✅ Planar and Non-Planar Graphs
✅ Kuratowski’s Theorem
✅ Euler’s Formula and Proof
✅ Geometric Dual and G–G★ Relationship
✅ Matrix Representations – Adjacency, Incidence, Path & Circuit Matrix
✅ Simple Examples with Diagrams
✅ Bonus Tips and Observations

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00:00 – How to Score 80+ in Graph Theory Module 4
00:10 – Define Planar and Non-Planar Graphs
00:23 – State Kuratowski’s theorem. Draw Kuratowski’s two graphs
00:53 – State and prove Euler’s formula planar graph
01:10 – Define Geometric dual, Draw the geometric dual
01:41 – Matrix representation of graphs

📢 *Why Watch This Video?*

🔥 Perfect for VTU 4th Sem CSE (Subject Code: BCS405B)
🎯 Covers *7 key questions = 20/20 full marks* from Module 4
📝 Easy-to-follow explanations with *PDF-based diagram answers*
📐 Learn matrix forms + dual graphs in a simple way
📈 Best for *quick revision* before externals

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📌 *Also useful for:*

✔️ Final exam revision
✔️ Viva questions
✔️ Self-notes from video
✔️ Last-minute diagram practice

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🔔 Stay updated with the latest scoring strategies for VTU CSE.

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