Taylor Series Method: Find y at x=1.02 | VTU Engineering Mathematics | Step-by-Step Solution.
Abhi Sanabad
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Taylor Series Method: Find y at x=1.02 | VTU Engineering Mathematics | Step-by-Step Solution.
9 просмотров · 4 дня назад
Abhi Sanabad
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9 просмотров · 4 дня назад
VTU 21MAT21 Advanced Calculus & Numerical Methods (2021 Scheme) | Complete Engineering Mathematics-II Playlist | Module-wise Important Questions
This video covers the most important derivations in Beta and Gamma Functions, which are frequently asked in Engineering Mathematics exams, VTU (BMATS201, BMATM201, BMATC201,1BMATC201,1BMATM201,1BMATE201), and other universities across India.
👉 In this lecture, we prove:
Beta-Gamma Relation:
With usual notation show that B(m, n) = Γ(m)Γ(n) / Γ(m + n)
Special Value:
prove that Γ(1/2) = √π using beta gama functions
• Change of Order of Integration in Double I...
• Setting Up Double Integrals | Region Betwe...
These derivations are extremely important for:
VTU (Visvesvaraya Technological University)
BMSCE, RVCE, MSRIT, PES University
Anna University
JNTU (Hyderabad, Kakinada, Anantapur)
Mumbai University
Delhi University
Pune University (SPPU)
Osmania University
Karnataka State Universities
Autonomous Engineering Colleges across India
🎯 Also highly useful for competitive exams:
GATE (IIT GATE)
CSIR NET
UGC NET
IIT JAM
Engineering Services (ESE)
ISRO & DRDO exams
📚 Topics Covered:
Relation between Beta and Gamma function
Properties of Beta function
Properties of Gamma function
Proof of Beta function
Proof of Gamma function
Gamma (1/2) proof
Beta-Gamma function examples
🎓 This video is part of a FULL SERIES on Engineering Mathematics – Module 1 (Beta & Gamma Functions)
👉 Perfect for:
B.E / B.Tech students
BSc & MSc Mathematics students
Competitive exam aspirants
📢 Stay connected for more important questions and updates:
Facebook: TheMudassirAcademy
Instagram: @MudassirAcademy
💡 Don’t forget to LIKE, SHARE & SUBSCRIBE for more high-quality Engineering Mathematics content!
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