Mathematics
Te Tari Pāngarau me te Tatauranga
Department of Mathematics & Statistics

Impairment and disabilities

If you have a disability, impairment, injury or medical condition that affects your ability to study, Disability Information and Support may be able to help you.

Students requesting special consideration for internal assessment must provide a signed declaration and provide supporting documentation as appropriate.


Resources for Math160


 Recent additions are indicated like this

2021 Calculus Lecture Notes without worked examples

You need to sign in to access these files.
Lec1 S2 2021708 K  
Lec3 S2 2021738 K  
Lec4 S2-2021115 K  
Lec5 S2-2021247 K  
Lec6 S2-2021187 K  
Lec7 S2-2021165 K  
Lec8-S2-202197 K  
Lec9 S2 2021785 K  
Lec10 S2-2021117 K  
Lec11 S2-2021269 K  
Lec12 S2-2021155 K  
Lec13 S2-2021134 K  
Lec14_S2-2021184 K  
Lec15_S2-2021268 K  
Lec16_S2-20212161 K  
Lec17_S2-2021119 K  
Lec18 S2-202187 K  
Lec19 S2-202165 K  
Lec20 S2-2021134 K  
Lec21 S2-2021208 K  
Lec22 S2-2021224 K  
Lec23 S2-2021155 K  
Lec24 S2-2021125 K  
Lec25 S2-20212025 K  
Week revision2139 K  
 

2021 S2 Algebra Lecture Notes

You need to sign in to access these files.
Algebra Lecture 01 (12 July)148 K  
Algebra Lecture 02 (13 July)223 K  
Algebra Lecture 03 (14 July)178 K  
Algebra Lecture 04 (15 July)198 K  
Algebra Lecture 05 (16 July)174 K  
Algebra Lecture 06 (19 July)219 K  
Algebra Lecture 07 (20 July)231 K  
Algebra Lecture 08 (21 July)221 K  
Algebra Lecture 09 (22 July)196 K  
Algebra Lecture 10 (26 July)209 K  
Algebra Lecture 11 (27 July)258 K  
Algebra Lecture 12 (28 July)249 K  
Algebra Lecture 13 (29 July)216 K  
Algebra Lecture 14 (30 July)186 K  
Algebra Lecture 15 (02 August)181 K  
Algebra Lecture 16 (03 August)278 K  
Algebra Lecture 17 (04 August)203 K  
Algebra Lecture 18 (05 August)182 K  
Algebra Lecture 19 (09 August)188 K  
Algebra Lecture 20 (10 August)195 K  
Algebra Lecture 21 (11 August)173 K  
Algebra Lecture 22 (12 August)222 K  
Algebra Lecture 23 (13 August)245 K  
Algebra Lecture 24 (16 August)159 K  
Algebra Lecture 25 (17 August)180 K  
Algebra Lecture 26 slides (19 August)114 K  
Algebra Lecture 27 slides (23 August)119 K  
Exam Problems Algebra 1156 K  
Exam Problems Algebra 2127 K  
MATH160 Algebra Outline Notes1022 K  
 

2021 S2 Assignment Long-Answer Solutions

You need to sign in to access these files.
Assignment-3-solutions109 K  
Assignment 1 solutions64 K  
Assignment 2 solutions86 K  
 

2021 S2 Calculus Lecture Notes

You need to sign in to access these files.
Lec1_1 Calculus introduction341 K  
Lec1_2 Functions189 K  
Lec1_3 Intervals187 K  
Lec1_4 Domain Range235 K  
Lec2_1 symmetry174 K  
Lec2_2 translation scaling1009 K  
Lec3_1 polynomials 1125 K  
Lec3_2 polynomials 2666 K  
Lec3_3 polynomials 3144 K  
Lec4_1 rational functions 185 K  
Lec4_2 rational functions 2121 K  
Lec4_3 rational functions 32300 K  
Lec5_1 Limits_1228 K  
Lec5_2 Limits_2213 K  
Lec6_1 One sided limits269 K  
Lec6_2_Continuity216 K  
Lec7_1_IVT148 K  
Lec7_2_Inverse_functions545 K  
Lec8_1_composition307 K  
Lec8_2_absolute_value244 K  
Lec9 1 power functions770 K  
Lec9_2_trig_exp_log_functions380 K  
Lec10 _ Rates of change287 K  
Lec10_2 derivative186 K  
Lec11-1 Geometric interpretation338 K  
Lec11_2 Derivative function204 K  
Lec12_1 Derivative rules 1242 K  
Lec12_2 Derivative rules 2317 K  
Lec13_1 Derivative rules 3324 K  
Lec13_2 Derivative rules examples269 K  
Lec14_1 Derivative application410 K  
Lec14_2 Higher order derivatives241 K  
Lec15_1 Application 1440 K  
Lec15_2 Application 2350 K  
Lec15_3 Application 3255 K  
Lec16_1 Application 42098 K  
Lec16_2 MVT176 K  
Lec16_3 critical points318 K  
Lec17_1 Minima_maxima142 K  
Lec17_2 Local extrema193 K  
Lec18_1 Exam Info131 K  
Lec18_2 Absolute extrema412 K  
Lec19_1 Application optimisation206 K  
Lec19_2 Application linear regression407 K  
Lec20_1 Concavity309 K  
Lec20_2 Second derivative test400 K  
Lec21_1 Integration distance problem1098 K  
Lec21_2 Examples Tutorial 9253 K  
Lec22_1 Riemann Sums236 K  
Lec22_2 Special Riemann Sums266 K  
Lec22_3 Definite Integral473 K  
Lec23_1 Key Properties Definite Integrals464 K  
Lec23_2 FTC1166 K  
Lec23_3 Antiderivatives248 K  
Lec24_1 FTC2269 K  
Lec24_2 Integration formulas143 K  
Lec24_3 Motion of a particle 1146 K  
Lec25_1 Integration by substitution18336 K  
Lec25_2 Accumulation153 K  
Lec25_3 Motion of a particle 2236 K  
Lecture 26 examples775 K  
Math160---Calculus-Notes---2021S22858 K  
Revision Session 12307 K  
Revision Session 22467 K  
 

2021 S2 Exam

You need to sign in to access these files.
Exam Info S2 202173 K  
Exam Math160 2012 S2601 K  
Exam Math160 2013 S1590 K  
Exam Math160 2013 S2637 K  
Exam Math160 2014 S1898 K  
Math160 2012-2014 Answers141 K  
MATH160 Exam - Front Page plus integrity and IT617 K  
 

2021 S2 Notices

You need to sign in to access these files.
Class Representatives31 K  
Lecture recordings120 K  
MATH160 - Course Outline 2021 S2768 K  
MATH160 PASS slides736 K  
Mathercize practice problems304 K  
Timetable MATH160, 2021 S249 K  
 

2021 S2 Tutorials with solutions

You need to sign in to access these files.
Tutorial01123 K  
Tutorial02108 K  
Tutorial03113 K  
Tutorial04116 K  
Tutorial05 - problems129 K  
Tutorial05 - with solutions127 K  
Tutorial 06 - problems127 K  
Tutorial 06 with solutions131 K  
Tutorial 07 2020 no solution126 K  
Tutorial 07 with solutions129 K  
Tutorial 08 2021 no solutions119 K  
Tutorial 08 with solutions105 K  
Tutorial 09 2020 no solutions84 K  
Tutorial 09 2021 with solutions164 K  
Tutorial 10 2021117 K  
Tutorial 10 2021 no solutions108 K  
 

Private Tutoring for 2021

You need to sign in to access this file.
Download the list of private tutors

Your personal resources

Access to:
  • assignments
  • tests
  • your marks
  • personalized features


Please sign in:

Your University username:
(e.g. shajo123)

Your University password*:



* If you are waiting for paper approval you may need to use your ID number as your password.