Requirements/prerequisites: none.
Duration: Michaelmas term, 11 weeks
Number of lectures per week: This is the first semester module of a two semester
seqeuence.
It leads on to module MA1S12 in
the second semester. (MA1S11 and MA1S12 each have 10 ECTS credits.
There will be separate results for MA1S11 and MA1S12,
weighted as 10 credits each, and compensation rules will apply
according to the degree programme.)
For the first semester, there will be 6 lectures,
2 tutorials and,
for several of the weeks,
1 computer practical.
Assessment: Practical work, assignments, tutorial work and computer
lab assignment results
will count for 25% of the marks,
There will be
final examination in June
counting for the remaining 75%.
End-of-year Examination: Three hour exam.
Description:
The lecturer for this part will be Dr. Sint. The main textbook will be [Anton] and the syllabus will be approximately 7 Chapters of [Anton] (numbered differently depending on the version and edition)
Chapter headings are
Before Calculus (9th ed) {was `Functions' in the 8th edition};
Limits and Continuity;
The Derivative;
The Derivative in Graphing and Applications;
Integration;
The order of the topics listed is not chronological. Some of the topics listed below linear algebra will be interspersed with linear algebra.
Vectors, geometric, norm, vector addition, dot product
Essential References
Previous edition (includes several variables):
Calculus : Howard Anton, Irl Bivens, Stephen Davis.
(Author Anton, Howard;
8th ed;
Publisher New York : Wiley, c2005).
[Hamilton 515 P2*7, S-LEN 515 P2*7]
Recommended reference
Sep 30, 2009