What will I learn?
- After Completion of this Course, Students will get complete knowledge of Engineering Mathematics I, based on syllabus of IoE and will be able to secure good score in IoE exam.
Curriculum for this course
187 Lessons
34h 0m
0. Introduction to Course
1 Lessons
12m
Chapter-1 Derivatives
4 Lessons
28m
Chapter-2 Higher Order Derivatives
12 Lessons
1h 53m
Chapter-3 Mean Value Theorem
16 Lessons
2h 48m
Chapter-4 Indeterminant Forms
6 Lessons
51m
Chapter-5 Asymptotes
13 Lessons
2h 7m
Chapter-6 Curvature
18 Lessons
3h 29m
Chapter-7 Indefinite Integral
1 Lessons
13m
Chapter-8 Definite Integral
15 Lessons
2h 3m
Chapter-9 Reduction formula & Gamma beta Functions
7 Lessons
1h 28m
Chapter-11 Quadrature
3 Lessons
1h 3m
Chapter-12 Rectification
3 Lessons
19m
Chapter-13 Volume & Surface
7 Lessons
45m
Chapter-14 Ordinary Differential Equation
3 Lessons
42m
Chapter-15 First Order and First Degree Differential Equation
19 Lessons
3h 41m
Chapter-16 1st order but not 1st degree D.E
7 Lessons
1h 31m
Chapter-17 2nd order linear DE with constants coefficients
10 Lessons
1h 45m
Chapter-18 Application of DE in engineering field
1 Lessons
14m
Chapter-19 Transformation of axes
7 Lessons
1h 32m
Chapter-20 The Ellipse
10 Lessons
2h 11m
Chapter-21 The Hyperbola
10 Lessons
1h 26m
Chapter-22 General Equation of 2nd Degee
12 Lessons
3h 2m
Requirements
- Students are required to have knowledge of Engineering Mathematics I, based on syllabus of IoE.
Description
The videos herein are strictly based on syllabus of Institute of Engineering Tribhuvan University, Nepal promoting "e-Learning in Nepal" and are made with intention to provide guidance to the "Bachelor in Engineering(BE) appearing students", for securing good results. The course tries to cover all the basics of Calculus of Several Variables, Multiple Integral and 3D Geometry. This course also comprises Solution of Differential Equation in Series & Special Function, Vector Algebra and Calculus and Infinite Series with solution of most frequently asked questions in final exam of BE with fundamental theories and numerical. We strongly believe that, viewers will be benefited from these videos and the thirst of curiosity of viewers will be quenched! Feedbacks and suggestion to improve are always welcome and highly appreciated!
Student Feedback
Reviews