You will NOT be granted additional assessment in a course if your performance in the course (judged
by attendance, class tests, assignments and examinations) does not meet a minimal standard. A total
mark of greater than 40% on all assessment not affected
Getting help outside tutorials
There will be a roster which shows for each hour of the week a list of names of members of staff who
are available at that time to help students in first year mathematics courses. This roster is displayed
on the noticeboard
Lectures 16. Chapter 6. Complex Numbers
This section covers complex numbers in Cartesian and polar forms, complex arithmetic and
geometry, factorization of polynomials and stability of dynamical systems.
Development of number systems and closure. Definiti
Computing and self-paced online modules
Computing and self-paced online modules: In addition to the Calculus and Algebra components,
there is a Computing component in MATH1251. This is partly interwoven with the Calculus and
Algebra components and partly
Illness and other problems
If your performance in this course is affected by illness or other serious difficulties which are beyond
your control, you can apply for Special Consideration and you may be offered the opportunity for
Additional Assessment.
You
Course Materials
The course materials for MATH1251 are: MATH1251 Course Pack 2016. Computing Laboratories
Information 2016 and Introduction to Matlab 2016. S.L. Salas, E. Hille and G.J. Etgen, Calculus - One
and Several Variables, any recent edition, Wile
Class tests MATH1167
Details of the dates and content of tests are given on pages 16 and 19 of this booklet. Sample copies
of the tests are included in the Algebra Notes and in the Calculus problem booklet. Sample copies of
the tests are included in the A
Additional Assessment Exam as a Concessional Additional Assessment
As from S1, 2016 students with a final mark in the range of 4549 will be permitted to take the
Additional Assessment Exam as a Concessional Additional Assessment (AA). There will be no
not
IMPORTANT NOTES: The additional assessment examination
The additional assessment examination may be of a different form from the original examination
and must be expected to be at least as difficult.
If you believe that your application for special cons
Chapter 7. Vector Spaces Lectures 714
The aim of this section of the course is to introduce the general theory of vector spaces and to give
some basic examples. The majority of examples will be for the real vector space Rn , but some
examples will be give
Chapter 9. Eigenvalues and Eigenvectors Lectures 1924
The aims of this section are to introduce the ideas of eigenvalue and eigenvector and to show some
applications of these ideas to diagonalization of matrices, evaluation of powers of matrices and
solut
MATH1251 WEEKLY PROBLEM SCHEDULE
The main purpose of tutorials is to give you an opportunity to get help with problems which you
have found difficult and with parts of the lectures or the Algebra Notes which you dont understand.
In order to get real benef
MATH1251, Mathematics for Actuarial Studies and Finance 1B, is a first year 6UOC course offered by
the School of Mathematics in semester 2.
There are two algebra lectures and two calculus lectures per week. Lectures commence in week 1
and run until week 1
Course Materials -The course materials for MATH1251 are:
MATH1251 Course Pack 2015. Computing Laboratories Information 2015 and Introduction to Matlab
2015. S.L. Salas, E. Hille and G.J. Etgen, Calculus - One and Several Variables, any recent edition,
Wil
MATH1251 PROBLEM SETS
At the end of each chapter there is a set of problems. Some of the problems are very easy, some are
less easy but still routine and some are quite hard. To help you decide which problems to try first,
each problem is marked with an [
Online Algebra and Calculus tests: Maple TA
Before each algebra and calculus tutorial class tests you must complete a simple online test that is
designed to help you prepare for the tutorial tests. These tests are conducted using an online testing
system
Paraphrasing another persons work with very minor changes keeping the meaning, form and/or
progression of ideas of the original
Submitting an assessment item that has already been submitted for academic credit elsewhere may
also be considered plagiarism.
APPLICATIONS FOR SPECIAL CONSIDERATION IN MATH1231, MATH1241 AND MATH1251 SEMESTER 2
2015
If you feel that your performance in, or attendance at, a final examination has been affected by
illness or circumstances beyond your control, or if you missed the e
Eigenvalues and Eigenvectors
The algebra course for MATH1251 is based on chapters 6 to 9 of the MATH1251 Algebra Notes, which
are essential reading and must be brought to all algebra tutorials. The lecturer will not cover all the
material in these notes i
Graduate Attributes: MATH1251
MATH1251 will provide you with an in-depth knowledge of topics in Calculus and Linear Algebra and
show applications in interdisciplinary contexts through lectures and exercises. It will enhance your
skills in analytical criti
8025A SEMESTER 1 2011
THE UNIVERSITY OF SYDNEY
FACULTIES OF Ayers, ECONOMICS, EDUCATION,
ENGINEERING AND SCIENCE
MATH 1901/1906
DIFFERENTIAL CALCULUS (ADVANCED)
June 2011 LECTURER: C M Cesgrove
TIME. ALLOWED: One and a half hours
Family Name: .
Other Nam
8026A SEMESTER 1 2010
THE UNIVERSITY OF SYDNEY
SCHOOL OF MATHEMATECS AND STATISTICS
MATH1902
LINEAR ALGEBRA (ADVANCED)
June 2010 LECTURER: D. Easdown
TIME ALLOWED: One and a haif hours
Family Name: .
Other Names:
MARKERS USE
ONLY
This examination has two
8025A SEMESTER 1 2012
THE UNIVERSITY OF SYDNEY
FACULTIES OF ARTS, ECONOMICS, EDUCATION,
ENGINEERING AND SCIENCE
MATH1901/1906
DIFFERENTIAL CALCULUS (ADVANCED)
June 2012 LECTURER: C M Cosgrove
TIME ALLOWED: One and a half hours
Family N ame: . . .
Other Na
The University of Sydney
School of Mathematics and Statistics
Quiz 2: Solutions
MATH1901/1906: Differential Calculus (Advanced)
Semester 1, 2015
Lecturer: James Parkinson
1. If f (x, y) = x2 y 2xy + 3x y + 2 then
(a) fx (1, 1) = 3 and fxy (1, 1) = 1
(c) f
The University of Sydney
School of Mathematics and Statistics
Quiz 1: Solutions
MATH1901/1906: Differential Calculus (Advanced)
Semester 1, 2015
Lecturer: James Parkinson
1. The set cfw_z C | |z 4| = |z + 2i| is best described as:
(a) A straight line in t
MATH1131/1141 Calculus Test 2 2008 S1
v8a
April 28, 2016
These solutions were written by Johann Blanco, typed by Brendan Trinh and edited by Matthew
Yan and Henderson Koh. Please be ethical with this resource. It is for the use of MathSoc
members, so do n
MATH1081 Test 3 2008 S1 v3A
April 28, 2016
These solutions were written by Johann Blanco, typed up by Evgeny Martynov and edited by
Allan Loi and Henderson Koh. Please be ethical with this resource. It is for the use of MathSoc
members, so do not repost i