B.Sc 3rd Semester Maths | Unit-3 | | Theorem-8 | | Lecture-9 |
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B.Sc 3rd Semester Maths | Unit-3 | | Theorem-8 | | Lecture-9 |
56 просмотров · 2 нед. назад
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56 просмотров · 2 нед. назад
📚 BSc Mathematics Group Theory | Important Theorem with Proof
In this video, we will learn an important theorem of Group Theory in BSc Mathematics:
Theorem: Let H be a subgroup of G and N be a normal subgroup of G. Then H ∩ N is a normal subgroup of H.
✅ Easy proof step by step
✅ Simple language for better understanding
✅ Important for BSc Mathematics exams
✅ Helpful for BSc 3rd Semester Algebra and Group Theory
✅ Useful for university exam preparation and revision
🎯 If you are preparing for BSc Mathematics exams, watch this lecture carefully and understand the theorem and its proof.
📌 Topics Covered: • Subgroup and Normal Subgroup
• Intersection of Subgroups
• Normal Subgroup Theorem
• Step-by-step mathematical proof
👍 Like the video if it helps you. 📲 Share it with your classmates. 🔔 Subscribe to Bsc with HQ for more BSc Mathematics lectures, important theorems, proofs, and exam preparation.
#BScMaths #GroupTheory #NormalSubgroup #BScMathematics #BscWithHQ
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