VTU 4th Sem Maths | IMPORTANT | Prove that R is Equivalence Relation |Equivalence Relations Module 3

Welcome to Express VTU 4 All 🎓 In this video, I solve an important VTU 4th Semester Mathematics (BCS405A) question from Module 3 – Relations: Question: Let � be the set of natural numbers. Let a relation � be defined by Prove that � is an equivalence relation. This is one of the most important proof-based questions in the VTU examination. In this video, I explain the complete proof step by step by verifying all three properties of an equivalence relation: Reflexive Symmetric Transitive The solution is presented in a simple, exam-oriented format so that you can easily understand the concept and write the proof confidently in your semester examination. 📚 Handwritten Notes & Study Materials: 👉 https://t.me/vtu4all⁠� 📱 Join Our WhatsApp Channel for Notes & Important Updates: Follow the Express VTU 4 All channel on WhatsApp: 👉 https://whatsapp.com/channel/0029Vb6Z... Topics Covered: ✅ Relations and Functions ✅ Equivalence Relation ✅ Reflexive Relation ✅ Symmetric Relation ✅ Transitive Relation ✅ Divisibility Relation ✅ Proof of Equivalence Relation ✅ VTU 4th Sem Mathematics Module 3 ✅ Important Exam Question ✅ Step-by-Step Proof VTU 4th sem maths module 3 Equivalence relation VTU Prove relation is an equivalence relation Reflexive symmetric transitive relation Relation based on divisibility by 5 Discrete mathematics relations VTU maths important questions BCS405A module 3 Relations and functions VTU Engineering mathematics VTU Equivalence relation solved problems Module 3 important questions VTU exam preparation maths Discrete mathematics VTU Express VTU 4 All #VTU #VTUMaths #BCS405A #Module3 #EquivalenceRelation #Relations #DiscreteMathematics #EngineeringMathematics #VTUExamPreparation #ExpressVTU4All