BSc Math Semester 6 MJC Full Syllabus | All Universities of Bihar | Thakur Sir

Описание: Video Title:
BSc Math Semester 6 MJC Full Syllabus | All Universities of Bihar | Thakur Sir

Video Description:
BSc Math Semester 6 MJC Full Syllabus | All Universities of Bihar | Thakur Sir

Welcome to Thakur Sir Academy!
In this video, Thakur Sir explains the complete syllabus of BSc BA Mathematics Semester 6 MJC Syllabus for session 2023-27, valid for all universities of Bihar

✅ What You’ll Learn in This Video:
Full syllabus breakdown
Important units and chapters
Recommended books for each paper
Practical & theoretical paper structure
University-wise common topics
Tips to score high in Semester 6 MJC

✨ Topic Covered In this Lecture :
Introduction
All university of Bihar MJC Syllabus for BSc BA Math semester-6
MJC-10 : Complex Analysis
MJC-10 me 5 Unit Padhne hai
MJC-11 : Metric Space
MJC-11 me 5 Unit Padhne hai
MJC12 : Riemann Integration and Series of Functions
MJC-12 me 5 Unit Padhne hai
Derive Course feature for own word
Whole Syllabus Video Covered up in this lecture

🎯 Perfect for students of:
Patna University, Patna
Magadh University, Bodh Gaya
Lalit Narayan Mithila University (LNMU), Darbhanga
Tilka Manjhi Bhagalpur University (TMBU), Bhagalpur
Jai Prakash University (JPU), Chapra
Veer Kunwar Singh University (VKSU), Ara
Bhupendra Narayan Mandal University (BNMU), Madhepura
Munger University, Munger
Purnea University, Purnea
Patliputra University, Patna
Babasaheb Bhimrao Ambedkar Bihar University (BRABU), Muzaffarpur
Nalanda Open University (NOU), Patna

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📌 Timestamps / Topics Covered:
00:00 Introduction
00:40 All university of Bihar MJC Syllabus for BSc BA Math semester-6
04:30 MJC-10 : Complex Analysis
04: 40 MJC-10 me 5 Unit Padhne hai
09:00 MJC-11 : Metric Space
09: 05 MJC-11 me 5 Unit Padhne hai
12:00 MJC12 : Riemann Integration and Series of Functions
12:07 MJC-12 me 5 Unit Padhne hai
14:30 Derive Course feature for own word
17:04 Whole Syllabus Video Covered up in this lecture

✅ Resources Mentioned:
[Details about any resources, tools, or products mentioned in the video]

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MJC-10 : Complex Analysis
MJC-10 me 5 Unit Padhne hai
MJC-11 : Metric Space
MJC-11 me 5 Unit Padhne hai
MJC12 : Riemann Integration and Series of Functions
MJC-112 me 5 Unit Padhne hai
Derive Course feature for own word
Whole Syllabus Video Covered up in this lecture
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