Simpson’s 1/3 Rule | Numerical Integration Problem 1 | Engineering Maths VTU, BSc,GATE, JEE

In this video, we learn Simpson’s 1/3 Rule from Numerical Methods and solve an important problem step-by-step:

👉 Evaluate ∫₀¹ (1 / (1 + x²)) dx using Simpson’s 1/3 Rule with 4 equal intervals.

This topic is extremely important for:

VTU (Visvesvaraya Technological University) – 1BMATS201, 1BMATE201, 1BMATM201, BMATS201, BMATC201 (Module 4 / Module 5)
BTech Engineering Mathematics (1st Year)
BSc Mathematics
MSc Mathematics
Polytechnic Diploma Students
Competitive exams like GATE, JEE, CSIR-NET, UPSC, SSC

📌 Universities where Numerical Methods (Simpson’s Rule) is commonly included:

VTU (Karnataka)
Anna University (Tamil Nadu)
JNTU (Hyderabad, Kakinada, Anantapur)
Mumbai University
Delhi University (BSc Mathematics)
Pune University (SPPU)
Osmania University
Kerala University
Andhra University
IGNOU (Distance Education)
Various State Technical Boards (Polytechnic)

📚 In this lecture, you will learn:

Simpson’s 1/3 Rule formula
Step-by-step numerical integration
Tabular method for solving problems
Application in engineering problems
Important exam tips using scientific calculator to score high

💡 This method is widely used when integration is difficult to solve analytically.

🎯 Perfect for:
Engineering students struggling with Mathematics M1, M2, M3, M4 backlogs, and those preparing for semester exams.
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Видео Simpson’s 1/3 Rule | Numerical Integration Problem 1 | Engineering Maths VTU, BSc,GATE, JEE канала MUDASSIR ACADEMY