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

2020 S1 Algebra Challenges

You need to sign in to access these files.
Challenge1Soln66 K  
Challenge2Soln78 K  
Challenge3Soln112 K  
 

2020 S1 Algebra Slides and Scans

You need to sign in to access these files.
1.1 Intro359 K  
1.1a_VectorIntro1454 K  
1.2 AddingVectors scans79 K  
1.2 AddingVectors693 K  
1.2 PASS information3975 K  
1.3 VectorProperties scans151 K  
1.3 VectorProperties576 K  
1.4 DotsLines scans109 K  
1.4 DotsLines283 K  
1.5 LinesPlanes scans1016 K  
1.5 LinesPlanes124 K  
1.6 ImplicitLinesPlanes scans527 K  
1.6 ImplicitLinesPlanes204 K  
1.7 PlanesHyperplanes324 K  
1.7 PlanesHyperplanes715 K  
2.1 Intersections scans472 K  
2.1 Intersections428 K  
2.2 Projection scans351 K  
2.2 Projection222 K  
2.3 Subspaces (no scans)93 K  
3.1 LinearSystems scans163 K  
3.1 LinearSystems105 K  
3.2 TriangularForm scans183 K  
3.2 TriangularForm62 K  
3.3 EchelonForm scans701 K  
3.3 EchelonForm152 K  
3.4 GaussElimination scans88 K  
3.4 GaussElimination104 K  
3.5 ComputerGauss scans250 K  
3.5 ComputerGauss1834 K  
3.6 Reduced Echelon From scans464 K  
3.6 Reduced Echelon From1804 K  
4.1 MatrixTimesVector scans252 K  
4.1 MatrixTimesVector115 K  
4.2 MatrixMaths scans951 K  
4.2 MatrixMaths129 K  
4.3 MatrixMultiplication scans471 K  
4.3 MatrixMultiplication118 K  
4.4 MatrixInverses scans3919 K  
4.4 MatrixInverses171 K  
4.5 Linear Functions scans3413 K  
4.5 Linear Functions412 K  
4.6 Matrix Geometry scans717 K  
4.6 Matrix Geometry99 K  
5.1 ComplexFundamentals1183 K  
5.1 ComplexFundamentals1 scans6184 K  
5.2 ComplexFundamentals2329 K  
5.2 ComplexFundamentals2 scans1748 K  
5.3 Complex Polynomials scans4234 K  
5.3 Complex Polynomials389 K  
 

2020 S1 Calculus Slides and Scans

You need to sign in to access these files.
Week1 Introduction230 K  
Week 1 Introduction with notes1647 K  
Week1 lecture 2 - functions185 K  
Week1 lecture 2 with notes3363 K  
Week1 lecture 3 - function properties99 K  
Week1 lecture 3 with notes2655 K  
Week2 lecture 1 - limits232 K  
Week2 lecture 1 with notes2379 K  
Week2 lecture 2 - continuity, inverse159 K  
Week2 lecture 2 with notes1926 K  
Week2 lecture 3 - composite, abs, special functions730 K  
Week2 lecture 3 with notes3397 K  
Week3 lecture 1 - derivatives317 K  
Week3 lecture 1 with notes2663 K  
Week3 lecture 2 - differentiability146 K  
Week3 lecture 2 with notes1847 K  
Week3 lecture 3 - rules of derivatives124 K  
Week3 lecture 3 with notes2725 K  
Week4 lecture 1 - higher-order derivatives76 K  
Week4 lecture 1 with notes854 K  
Week4 lecture2 - applied derivatives277 K  
Week4 lecture2 with notes2214 K  
Week4 lecture 3 - mean value theorem180 K  
Week4 lecture 3 with notes2474 K  
Week4 lecture 4 - extrema139 K  
Week4 lecture 4 with notes2446 K  
Week 5 lecture 1 and 2 - ch3 review,concavity,opti,diff_equation168 K  
Week 5 lecture 1 and 2 with notes (corrected)2900 K  
Week 5 lecture 3 - introduction to integration133 K  
Week 5 lecture 3 with notes2777 K  
Week 5 lecture 4 - Riemann sums195 K  
Week 5 lecture 4 with notes2000 K  
Week 6 lecture 1 - integration and FTC1116 K  
Week 6 lecture 1 with notes1940 K  
Week 6 lecture 2 - antiderivatives and FTC2111 K  
Week 6 lecture 2 with notes1712 K  
Week 6 lecture 3 - integration by substitution115 K  
Week 6 lecture 3 with notes1479 K  
Week 6 lecture 4 - displacement and distance travelled99 K  
Week 6 lecture 4 with notes1209 K  
 

2020 S1 Resources

You need to sign in to access these files.
2018 Exam Semester 1388 K  
2019 Exam Semester 1274 K  
Algebra Outline Notes 11Mar3423 K  
Assignment2 handwritten solutions442 K  
Calculus Outline Notes2925 K  
CourseOutline93 K  
 

2020 S1 Tutorials

You need to sign in to access these files.
Tutorial1 2020758 K  
Tutorial2 202094 K  
Tutorial 3 20201081 K  
Tutorial 5 Online126 K  
Tutorial 6 2020 (Calculus)82 K  
Tutorial 6 with answers124 K  
Tutorial 7 2020 (Calculus)66 K  
Tutorial 7 with answers89 K  
Tutorial 8 2020 (Calculus)76 K  
Tutorial 8 with solutions96 K  
Tutorial 9 2020 (Calculus)56 K  
Tutorial 9 with solutions154 K  
Tutorial 10 2020 (Calculus)69 K  
Tutorial 10 with solutions84 K  
 

Private Tutoring for 2020

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: