TECP122-21YC2 (D) Year C Second Half 2021 (Distance)

Introduction to Mathematics Education

15 points

Details:
Start Date: Monday, 19 July 2021
End Date: Sunday, 21 November 2021
Withdrawal Dates
Last Day to withdraw from this course:
  • Without financial penalty (full fee refund): Sunday, 1 August 2021
  • Without academic penalty (including no fee refund): Friday, 22 October 2021

Description

This course provides pre-service teachers with an introduction to theories and pedagogies for teaching Mathematics in the New Zealand primary school context. The course introduces knowledge, skills and attitudes needed to successfully plan, teach and evaluate the Mathematics and statistics learning areas of the New Zealand Curriculum (2007). The course also aims to prepare students for further study in higher-level courses and will complement learning in other courses in the Bachelor of Teaching and Learning, including Professional Practice.

*Please note this course is only available to initial teacher education students. To enrol in this course you need to be accepted and enrolled in one of our Initial Teacher Education programmes.

Learning Outcomes

On the successful completion of this course, participants will be able to:

1. Analyse and critically select resources that reflect an understanding of pedagogical and cultural influences for mathematics teaching, learning and assessment.
2. Construct effective learning episodes for primary school children which demonstrate a critical understanding of, and the ability to use, the content and philosophy of the mathematics and statistics learning area of The New Zealand Curriculum (2007).
3. Develop appropriate assessment methods for mathematics teaching and learning episodes.
4. Research and demonstrate the development of mathematical concepts from Level 1 to Level 4 in the New Zealand Curriculum (2007).
5. Identify and use ICT resources and pedagogy related to mathematics teaching and learning.
6. Identify how to embed aspects of the cultural competencies as outlined in Tātaiako when teaching and learning mathematics.
7. Compare, analyse and appraise mathematical issues in the New Zealand primary classroom setting.

Timetable 2021

Students must attend one activity from each section.

Intensive Block Course A
Activity Day Time Location Weeks
01 Thursday 13:00 - 16:00 Wheki 451
26 Jul - 1 Aug
02 Thursday 13:00 - 16:00 Otakaro 146 L1 Lecture Theatre
26 Jul - 1 Aug

Course Administrator

Susanna Wilson

Lecturers

Susanna Wilson and Jane McChesney

Assessment

Assessment Due Date Percentage 
Planning for Mathematics Learning 23 Aug 2021 50%
Planning for Mathematics Teaching 27 Sep 2021 50%


NB:  The score for both assignments will be added to get the final mark and grade

Textbooks / Resources

Required Texts: You will need to purchase a copy of:

R. Averill, & R. Harvey (Eds), Teaching primary school mathematics and statistics: evidence- based practice (pp. 197- 206). Wellington, New Zealand: NZCER press.
Cost approximately $53:00 from UBS

You will be given copies (i.e. no charge) of:
1.The Numeracy Project Books:

Ministry of Education. (2007). The number framework. Book 1. Wellington, NZ: Learning Media.

Ministry of Education. (2007). The diagnostic Interview. Book 2. Wellington, NZ: Learning Media.

Ministry of Education. (2007). Getting started. Book 3. Wellington, NZ: Learning Media.

Ministry of Education. (2007). Teaching number knowledge. Book 4. Wellington, NZ: Learning Media.

Ministry of Education. (2012). Teaching addition, subtraction and place value. Book 5.
Wellington, NZ: Learning Media.

Ministry of Education. (2008). Teaching multiplication and division. Book 6. Revised Edition 2007.Wellington.NZ: Learning Media

Ministry of Education. (2007). Teaching fractions, decimals and percentages. Book 7. Wellington, NZ: Learning Media.

Ministry of Education. (2007). Teaching number sense and algebraic thinking. Book 8. Wellington, NZ: Learning Media.

Ministry of Education. (2007). Teaching number through measurement, geometry, algebra and statistics. Book 9. Wellington, NZ: Learning Media.

2.Effective pedagogy in mathematics:
Anthony,G & Walshaw,M. (2010). Effective pedagogy in mathematics. Educational Practices series 19. Geneva. The International Academy of Education.

Please download a copy of Tātaiako or bring your own copy:
Tātaiako - Cultural competencies for teachers of Māori learners. You are required to download a copy of this document from www.minedu.govt.mz/the Ministry/EducationInitiatives/Tātaioki.aspx

Recommended reading:
R. Averill (Ed.), Mathematics and statistics in the middle years: Evidence and practice (pp. 99-115). Wellington, New Zealand.

Boaler, J., Munson,M., & Williams, C., (2018). Mindset mathematics: visualising and investigating big ideas (Grade 3). Jossey Bass.

Boaler, J., Munson, M., & Williams, C., (2017). Mindset mathematics: visualising and investigating big ideas (Grade 4). Jossey Bass.

Boaler, J., Munson, M., & Williams, C., (2018). Mindset mathematics: visualising and investigating big ideas (Grade 5). Jossey Bass.

Boaler, J., Munson, M., & Williams, C., (2021). Mindset mathematics: visualising and investigating big ideas (Grade 1). Jossey Bass.

Liljedahl, P., (2021). Building thinking classrooms in mathematics:14 teaching practices for enhancing learning; Corwin.

Sullivan, Peter; Challenging maths tasks: unlocking the potential of all students; Oxford University Press. 2018

Sullivan, Peter,1948-, Lilburn, Pat; Open-ended maths activities: using 'good' questions to enhance learning; Oxford University Press, 2017.


Websites:
https://nzmaths.co.nz/
https://nrich.maths.org/

Additional Course Outline Information

Academic integrity

Students display academic integrity when they submit for assessment work that is their own. When this is not the case, the students are engaging in cheating or dishonest practices. All forms of cheating and dishonest practice are taken seriously and penalties will result. Students should refer to Regulation J of the General Course and Examination Regulations. It is unacceptable to submit sections of work completed for one course as part of an assignment for another course.

Assessment and grading system

Final results for this course will be reported using:
A+, A, A-, B+, B, B-, C+, C, C-, D and E
Each of the assignments in this course will be given a numerical grade. At the end of the course the numerical total for both assignments will be converted to a letter grade in accordance with University policy.  The conversion will be based on the following table:

Grading Scale
Grade    GPA Value        Marks

A+              9            90 – 100
A                8            85 – 89.99
A-               7            80 – 84.99
B+              6            75 – 79.99
B                5            70 – 74.99
B-               4            65 – 69.99
C+              3            60 – 64.99
C                2            55 – 59.99
C-               1            50 – 54.99
D                0            40 – 49.99
E               -1             0 – 39.99

A Pass is 50 marks or over

The score for each assessment item will be aggregated for the final grade. Normally a student will need to pass all assignments in a course. However, at the time of the examiner's meeting when one of the grades for an assignment is just below the passing grade and the other grades are at a satisfactory level, the examiner may also consider factors such as attendance, engagement and the tertiary literacy standard of the assignment. In consultation, the examiner may decide to award the aggregated scores/grades. Assessment procedures will follow the policies of the UC College of Education, Health and Human Development Assessment Guidelines. Final grades will be calculated and reported using the UC Common Grading Scale.

Attendance

All students are expected to attend and actively engage in all LEARN materials, ECHO360/audio power point recordings and ZOOM sessions. All distance students must attend the mathematics sessions as part of OSI2 either in Rotorua, Nelson or Christchurch. If absent, students must notify lecturers prior to their absence with an explanation. Extended absences must be accompanied by a medical certificate or similar (as for aegrotat provisions). Unexplained absences will result in an increment of grade penalty, ie, an "A+" would become an "A" pass.

Evaluation

Students will be given the opportunity to formally evaluate the course via the University course evaluation system.Students will also be encouraged to provide informal feedback during the course.

Grade moderation

The assignments and overall course grades will be subject to internal and external moderation procedures.

Late submission of work

No work will be marked if it is handed in after the due date without an extension having been granted.

Notes

www.canterbury.ac.nz/courses

Other specific requirements

All written work will be expected to demonstrate a high standard of literacy (e.g. spelling, punctuation, sentence structure, etc). All reference lists should adhere to APA referencing conventions.

Requests for extensions

Extensions may be granted in exceptional circumstances and are not granted automatically.  The lecturer must be contacted in writing or by email 2 days prior to the due date of the assignment.

Resubmissions

The decision to grant a resubmission will be made by the course lecturer in consultation with the course coordinator and will be subject to the student concerned having demonstrated a satisfactory level of course attendance and participation.
Normally a resubmit will only be considered for assignments which meets most of the pass criteria and meets the tertiary literacy standards and which is within the 'D' range (40.00 - 49.99%).
Assignments which have been resubmitted are restricted to a minimum passing grade (C- or 50%) for that assessment. Students may only be granted one resubmission per course.
The time frame for students resubmitting work will normally be no more than two weeks and the date of the resubmission must be provided to the student in writing.

Special Considerations

Where for reasons beyond their control, students are prevented from completing an assessment or suffer significant impairment, they may apply for what is known as “special consideration”. University of Canterbury Special Consideration provisions may apply to impaired performance, non-completion of assessment items, and to late discontinuation (withdrawal) from a course.

A detailed description of special consideration and materials to support the applications process are available at: Special Considerations Process.  


Generally speaking, applications for special considerations should be lodged within five working days of the due date of that assessment item. For more details on this, please refer to the Special Considerations Regulations.


This information replaces any previous references to special consideration, Aegrotat or Backdated (Late) Withdrawal in the Course Information System, Learn or Course Outlines. If you are unclear about the implications or process please discuss with your Course Coordinator or contact the Student Advice team for assistance.

Course Website

As well as attending classes, it is essential that all students regularly access the course Learn site. All course information such as the course kaupapa, notices, assessment information, required and recommended readings, audio recordings of some lectures, and other teaching resources etc. will be available on this site.

Where to submit and collect work

Assignment Submission:

Students will be expected to submit their assessments via the online assessment system in the Learn (Moodle) class site by 5.00pm on or before the due date. The lecturer may also ask students to submit assessment work through the software Turnitin, to check for plagiarism. If this option is available, students will submit work through Turnitin and obtain a report, after submitting assignments for marking via the Learn site.

It is the responsibility of the students to check their Internet access and ability to submit their work via the online system.  Any technical difficulties should be notified well in advance of the due date so that assistance can be provided or alternative arrangements can be negotiated.

For ICT help call our free call number 0508 UC IT HELP (0508 824 843) or on 03 369 5000. Monday to Friday, 8am to 5pm (excluding public and university holidays)

Indicative Fees

Domestic fee $785.00

International fee $3,500.00

* All fees are inclusive of NZ GST or any equivalent overseas tax, and do not include any programme level discount or additional course-related expenses.

For further information see School of Teacher Education.

All TECP122 Occurrences

  • TECP122-21YC2 (C) Year C Second Half 2021
  • TECP122-21YC2 (D) Year C Second Half 2021 (Distance)