MATH1014 Introduction to Linear Algebra
General Information
MATH1014 is a Junior (or firstyear) unit forming part of the Fundamental Mathematics stream.
 Credit point value: 3CP.
 Classes per week: Two lectures and one tutorial.
 Lecturer(s) in 2016: James Parkinson, Brad Roberts .
 Email contact address:
MATH1014@maths.usyd.edu.au.
Students: please check if your question can be answered by referring to the FAQ page before emailing us. If you decide to email us please include your name and SID.
You may also view the description of MATH1014 in the University's course search database.
Information sheet for MATH1014
All students should read the information sheet. The information includes (for example) details of the assessment procedure, including dates of assessment tasks.
Answers to frequently asked questions
See the main junior mathematics page for information relating to all junior mathematics units, and see in particular the Junior Maths FAQ page.
Online Resources
Class Representatives
YuTing Lee, Isabella Merhi, Brien Tran, Luckme Buvendra Vimalarajah and Enola Wang have volunteered to be your class representatives. They will meet shortly with the Head of School. We would like to know what you like about the unit and where things can be improved. If you have any issues you would like discussed, please email your representatives and let them know your views.
Ed discussion platform
Every student enrolled will have been invited to join the Ed Q&A discussion platform. If you did not receive the invitation, or changed into the course later, please let us know.
Assignment information
There will be two assignments for this course. The first is due 11:59pm Friday 12 August, and the second is due 11:59pm Friday 16th September. More information about the assignments will be posted later in semester. The assignment questions for the first assignment have been released:
The assignment questions for the second assignment have been released:
Quiz 1 information
Quiz 1 will be held in tutorials in Week 5. It will examine material covered in lectures in weeks 14 (inclusive). That is, material in tutorials for weeks 14. Some practice questions to help you study are provided below.
Quiz 2 information
Quiz 2 will be held in tutorials in Week 11. It will examine material covered in lectures in weeks 110 (inclusive). More information will be posted later in semester.
Exercise Sheets and Solutions
There are no tutorial classes in Week 1. There is, however, a problem sheet for you to attempt in your own time before your Tutorial for Week 2.
In tutorials you will work in small groups, up at the whiteboards, working through questions together. The questions for the tutorials will be provided by your tutor during your tutorial.
Of course in 1 hour we can't get through enough material to practice the week's work thoroughly, and so there are more questions for you to attempt in your own time in the sheets below. These sheets will appear as the semester progresses, and solutions will also be provided at the end of each week (or early the following week).
Typically the tutorial questions will be selected from the questions in the sheets below.
Web Quizzes
In addition to the tutorial exercises for each week you should try the web quiz for some immediate feedback on your understanding of the material.
Lecture Recordings
Here are scans of the notes written on the projector during class. They will be posted at the end of each week. Recordings of the lectures are also available through blackboard.
10am Stream
 Week 1: Lecture 1 and Lecture 2
 Week 2: Lecture 3 and Lecture 4 (Mathematics Learning Centre presentation)
 Week 3: Lecture 5 and Lecture 6
 Week 4: Lecture 7 and Lecture 8
 Week 5: Lecture 9 and Lecture 10 (MLC moving announcement 1)
 Week 6: Lecture 11 and Lecture 12 (MLC moving announcement 2)
 Week 7: Lecture 13 and Lecture 14 (MLC moving announcement 3)
 Week 8: Lecture 15 and Lecture 16
 Week 9: Lecture 17 and Lecture 18
11am Stream
 Week 1: Lecture 1 and Lecture 2
 Week 2: Lecture 3 and Lecture 4 (Mathematics Learning Centre presentation)
 Week 3: Lecture 5 and Lecture 6
 Week 4: Lecture 7 and Lecture 8
 Week 5: Lecture 9 and Lecture 10 (MLC moving announcement 1)
 Week 6: Lecture 11 and Lecture 12 (MLC moving announcement 2)
 Week 7: Lecture 13 and Lecture 14 (MLC moving announcement 3)
 Week 8: Lecture 15 and Lecture 16
 Week 9: Lecture 17 and Lecture 18
MATH1014 students: please check that your marks for Assignment 1 and Quiz 1 have been recorded correctly by pressing the "Check marks" button.
Please note that any corrections to Assignment 1 marks must be made by Friday, Sep 23.
Please note that any corrections to Quiz 1 marks must be made by Friday, Sep 23.
The teaching material appearing on this web site is intended for the use of enrolled students of the University of Sydney, and (unless otherwise specified) the University of Sydney holds copyright. Any other person or institution wishing to use any of this material must contact the university to make appropriate arrangements.
Useful Links

Selftest web quizzes:
Test your understanding of the topics by trying the quizzes for MATH1014 regularly as the semester progresses. 
Handbook:
Every student should have a copy of the Junior Mathematics and Statistics Handbook. 
Examination Timetable:
For general information on examinations, including the end of semester examination timetable, see the University's Examination Information web site. 
The Faculty Handbook entry:
The description of MATH1014 in the central units of study database.
Timetable
Last revised 22/09/16
MATH1014  Monday  Tuesday  Wednesday  Thursday  Friday 

9am 


Tutorial ABSR3310 (Wks 213) AR.Crisp 
Tutorial 359 (Wks 213) Z.Zeaiter 



Tutorial E Av116 (Wks 213) D.Gruenewald 
Tutorial 360 (Wks 213) W.Tong 


10am 
Lecture E AvAud (Wks 19,1113) B.Roberts 
Lecture WLT200 B.Roberts 
Tutorial 360 (Wks 213) G.Phillips 
Tutorial 359 (Wks 213) Z.Zeaiter 



Tutorial 361 (Wks 213) Y.Zhang2 
Tutorial 360 (Wks 213) W.Tong 


11am 
Lecture ChemLT3 (Wks 19,1113) JW.Parkinson B.Roberts 
Lecture QudK205 JW.Parkinson B.Roberts 
Tutorial 359 (Wks 213) AR.Crisp 
Tutorial 359 (Wks 213) TP.Bywaters 



Tutorial 360 (Wks 213) D.Gruenewald 
Tutorial 360 (Wks 213) D.Nguyen 


noon 


Tutorial 359 (Wks 213) G.Phillips 
Tutorial 359 (Wks 213) TP.Bywaters 



Tutorial 360 (Wks 213) Y.Zhang2 
Tutorial 360 (Wks 213) D.Nguyen 


2pm 

Tutorial 361 (Wks 213) L.Dong ZL.Haidar 
Tutorial 359 (Wks 213) D.Price 
Tutorial 359 (Wks 213) G.Wiggins Y.Yau 


Tutorial 454 (Wks 213) Z.Woodard 
Tutorial 360 (Wks 213) M.Barwick 
Tutorial 360 (Wks 213) P.Eades 


3pm 

Tutorial 361 (Wks 213) L.Dong ZL.Haidar 
Tutorial 359 (Wks 213) D.Price 
Tutorial 359 (Wks 213) L.Dong 


Tutorial ABSR2010 (Wks 213) P.Eades 
Tutorial 360 (Wks 213) M.Barwick 
Tutorial 360 (Wks 213) P.Eades 


4pm 



Tutorial SNH3001 (Wks 213) L.Dong 

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