Coconote
AI notes
AI voice & video notes
Export note
Try for free
How to Pass Engineering Mathematics (M3) for V2 Examination
Jul 28, 2024
How to Pass Engineering Mathematics (M3) for V2 Examination
Introduction
Engineering Mathematics (M3) is considered one of the easiest subjects in the math series of engineering.
Despite this, some students struggle and end up with backlogs in this subject.
Goal: Provide strategies to score well in M3, especially for backlog students aiming for at least 55 marks.
Module Breakdown
Module 1: Left Laplace Transform
Important Topic
: Unit Step Function
Marks
: 7 marks
Strategy
: Focus on understanding and solving problems related to the Unit Step Function.
Module 2: Harmonic Analysis
Key Point
: This is also considered an easier topic.
Marks
: 7 marks
Importance
: Covers fundamental questions; ensure to practice.
Module 3: Z Transform
Key Topic
: Z Transform
Marks
: 7 marks
Advice
: Go through this topic thoroughly as one question will definitely be asked.
Module 4: Important Methods (20 Marks)
Total Marks
: 20, critical for passing.
Methods to Cover
:
Taylor Series
Modified Euler’s Method
Milne’s Method
(These are fundamental formulae-type questions.)
Choice of Methods
: You can also focus on:
Euler’s Method
Runge-Kutta Method
Adams-Bashforth Method
Module 5: Advanced Topics (20 Marks)
Key Topics
:
Runge-Kutta Method of Second Order
(6 marks)
Euler’s Equation
(7 marks)
Geodesic Equation
(1 formula needed)
Total Marks
: 20 marks (from these topics).
Total Marks Calculation
Module 4: 20
Module 5: 20
Total So Far
: 20 + 20 = 40
Also add Module 1 (7 marks), Module 2 (7 marks), and Module 3 (7 marks).
Final Total
: 40 + 7 + 7 + 7 = 61 marks possible.
Conclusion
With focused preparation, students can achieve a minimum of 55 marks in M3.
Especially beneficial for backlog students.
Call to Action
: If you found this advice helpful, please share it with classmates and subscribe for more tips!
📄
Full transcript