MATH1001 Differential Calculus

General Information

MATH1001 is a Junior (or first-year) unit forming part of the normal Mathematics stream.

Information sheet for MATH1001

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.

Duty Tutors

Students needing help with understanding the content of units of study MATH1011, MATH1015, MATH1001, MATH1002 and MATH2061 are encouraged to seek help from their lecturers, or from our duty tutors. Consultation times for lecturers are given on the respective unit of study information sheet, a click away from the unit of study webpage.

Duty tutors are available in Carslaw 830 (level 8, Carslaw Building) on Mondays and Thursdays between 1pm and 2pm, from Week 3 to Week 13 (excluding the Easter Teaching Break 06-13 April), commencing 1 pm on Monday 19 March 2012.

The Duty Tutors are all Teaching Fellows in the School and especially experienced at assisting and advising students. They are

  • Andrew Crisp (Mondays), targetting MATH1011, MATH1015, MATH1001, MATH1002, MATH2061
  • Nicholas Wilson (Mondays), targetting MATH1011, MATH1001, MATH1002, MATH2061
  • John Mitry (Thursdays), targetting MATH1011, MATH1001, MATH1002
  • Emi Tanaka (Thursdays), targetting MATH1011, MATH1015, MATH1001, MATH1002, MATH2061

Online Resources

Tutorials

Tutorials in MATH1001 start in the second week of semester. Tutorial question sheets will be posted on this web page. (The question sheet will be posted on or before the Thursday preceding the tutorial.)

Note that tutors will not have spare copies of the tutorial sheets. Students should print out a copy of the tutorial sheet beforehand and bring it to the tutorial.

Please make sure that you bring the text book with you to the tutorials, as well as your own lecture notes, since you will need to consult these from time to time in order to answer the tutorial questions.

Assignment

Here is the assignment question sheet.

Note that a cover sheet, incorporating a declaration of compliance with the University's policy on plagiarism, must be signed and attached to your assignment. In case you have not found the Assignment Cover Sheet link in the left-side panel above, here is another link to it.

Quiz 2

Quiz 2 will be held in tutorials in the week starting May 28. Here is a sample quiz. The quiz covers material of the lectures in weeks 8, 9, and 10.

Check your marks

Please check that your mark for Assignment and Quiz 1 have been recorded correctly by entering your 9 digit SID into the box below and then pressing the "Check marks" button.

SID:              

Please note that any corrections to Assignment marks must be made by Tuesday 22 May 2012.
Please note that any corrections to Quiz 1 marks must be made by Wednesday 30 May 2012.

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

Timetable

Last revised 30/03/12

All rooms are in the Carslaw building unless otherwise indicated.

MATH1001MondayTuesdayWednesdayThursdayFriday
8am  
 
 
Lecture
E AvAud
D.Warren
 
9am Tutorial
451
(Wks 2-13)
PT.Howes
Tutorial
359
(Wks 2-13)
A.Chalmers
Tutorial
451
(Wks 2-13)
J.Worthington
 
Lecture
E AvAud
D.Warren
  Tutorial
452
(Wks 2-13)
O.Peselzon
Tutorial
452
(Wks 2-13)
D.Price
Tutorial
452
(Wks 2-13)
A.Hough
 
 
  Tutorial
453
(Wks 2-13)
E.Kim
Tutorial
453
(Wks 2-13)
DJ.Sercombe
Tutorial
453
(Wks 2-13)
JP.Meyer
 
 
  Tutorial
454
(Wks 2-13)
Q.Liu
Tutorial
454
(Wks 2-13)
X.Liu
Tutorial
454
(Wks 2-13)
J.Reoch
 
 
10am Tutorial
359
(Wks 2-13)
PT.Howes
Tutorial
452
(Wks 2-13)
D.Price
Tutorial
452
(Wks 2-13)
A.Hough
 
 
  Tutorial
452
(Wks 2-13)
Q.Liu
Tutorial
453
(Wks 2-13)
DJ.Sercombe
Tutorial
453
(Wks 2-13)
JP.Meyer
 
 
  Tutorial
453
(Wks 2-13)
E.Kim
Tutorial
454
(Wks 2-13)
A.Chalmers
Tutorial
454
(Wks 2-13)
O.Peselzon
 
 
11am Tutorial
359
(Wks 2-13)
W.Tong
Tutorial
452
(Wks 2-13)
L.Cao
Tutorial
452
(Wks 2-13)
J.Worthington
Lecture
E AvAud
HR.Dullin
Lecture
E AvAud
HR.Dullin
  Tutorial
452
(Wks 2-13)
J.Reoch
Tutorial
453
(Wks 2-13)
R.Verma
Tutorial
453
(Wks 2-13)
SCR.Jiang
Lecture
Wallace
R.Marangell
Z.Zhang
Lecture
Wallace
R.Marangell
Z.Zhang
  Tutorial
453
(Wks 2-13)
Z.Zhang
Tutorial
454
(Wks 2-13)
AYJ.Fun
Tutorial
454
(Wks 2-13)
M.MirzaeiPoueinag
 
 
noon Tutorial
359
(Wks 2-13)
W.Tong
Tutorial
452
(Wks 2-13)
L.Cao
 
 
 
  Tutorial
452
(Wks 2-13)
DB.Rose
Tutorial
453
(Wks 2-13)
R.Verma
 
 
 
  Tutorial
453
(Wks 2-13)
Z.Zhang
Tutorial
454
(Wks 2-13)
AYJ.Fun
 
 
 
2pm Tutorial
359
(Wks 2-13)
P.Noble
Tutorial
452
(Wks 2-13)
S.Gardiner
 
 
 
  Tutorial
452
(Wks 2-13)
DB.Rose
Tutorial
453
(Wks 2-13)
Y.Zhang
 
 
 
  Tutorial
453
(Wks 2-13)
W.Tong
Tutorial
454
(Wks 2-13)
X.Liu
 
 
 
3pm Tutorial
359
(Wks 2-13)
P.Noble
Tutorial
452
(Wks 2-13)
S.Gardiner
 
 
 
  Tutorial
360
(Wks 2-13)
G.Dissanayake
Tutorial
453
(Wks 2-13)
Y.Zhang
 
 
 
  Tutorial
452
(Wks 2-13)
G.Papadopoulos
Tutorial
454
(Wks 2-13)
L.Cao
 
 
 
4pm Tutorial
452
(Wks 2-13)
G.Dissanayake
Tutorial
453
(Wks 2-13)
BD.Kerr
 
 
 
For questions or comments please contact webmaster@maths.usyd.edu.au