Course Type | Course Code | No. Of Credits |
---|---|---|
Foundation Core | SUS1MA508 | 4 |
Semester and Year Offered: Winter semester
Course Coordinator and Team: Mradul Veer Singh(CC)
Email of course coordinator: mradul[at]aud[dot]ac[dot]in
Pre-requisites: SUS1MA505
Aim: This course has been designed keeping in mind the students who have already been exposed to M08. A beginning to theory of integrable functions is made by introducing basics of Riemann Integration. A detailed study of sequences and series of functions along with lots of examples will be done. The various notions learnt till now will be used for functions of two variables.
Brief description of modules/ Main modules:
- Riemann Integration
- Sequences and Series of functions
- Functions of two variables
Refererences:
- Elementary Analysis: The Theory of Calculus by Kenneth A Ross, Springer (2010) ISBN: 144192811
- Essential Calculus: Early Transcendental, by James Stewart, Thomson Brook/ Cole (2007), ISBN: 0-495-01428-1
ADDITIONAL REFERENCE:
- Bartle and Sherbert, Introduction to Real Analysis (Third Edition), John Wiley and Sons (Asia) Pte. Ltd., Singapore, 2002.
- Weir, Hass and Giordano, Thomas’ Calculus (Eleventh Edition), Pearson, 2009
Tentative Assessment schedule with details of weightage:
S.No | Assessment | Date/period in which Assessment will take place | Weightage |
---|---|---|---|
1 | Class test | Second/third week of February, 2018 | 10% |
2 | Mid Semester Exam | As per AUD Academic Calendar | 25% |
3 | Tut/ Home Assignments | Throughout the semester | 15% |
4 | Presentation/ Viva | First/Second week of April, 2018 | 15% |
5 | End Semester Exam | As per AUD Academic Calendar | 35% |