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BWP003 - Certificate in PDP for Primary School Teachers (Mathematics Teaching)
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Overview

Certificate in PDP for Primary School Teachers (Mathematics Teaching)
Programme Code BWP003
Mode of Study Full-time Block Release
Duration 5 Weeks
Venue Tai Po Campus
Programme Leader Dr Cheung Ka Luen
Programme Enquiries Programme Enquiries of MIT
Tel: 2948 7824
Email: mit-pdp@eduhk.hk

Programme Aims

The programme aims to enhance the subject knowledge and teaching competence of primary school Mathematics teachers through investigation of Mathematics concepts in the primary curriculum, and exposures to new and current approaches to learning and teaching Mathematics and related STEAM education via workshops.  

Programme Structure

The programme comprises the following three core courses of 3 credit points each: 

Problem Solving and Investigation in Primary Mathematics

This course provides a deeper investigation of knowledge and issues associated with problem solving and investigation in primary Mathematics. It develops theories and skills for tackling problems and discusses the methods of assessing problem solving abilities. Examples connecting problem solving and investigation to primary Mathematics will be given to arouse participants’ interest and strengthen their abilities in mathematical problem solving and investigation. 

Mathematics Curriculum and Teaching in Primary Schools

To provide opportunities for participants to explore the basic concepts of primary Mathematics curriculum including related STEAM education, and teaching so as to equip participants with the methods and skills employed by specialist primary Mathematics teachers. 

Teaching Mathematics with Activities and Games

This course provides opportunities for participants to experience an activities based learning approach and adopt the approach to teach Mathematics and also enables participants to appreciate the role of mathematical games in the primary curriculum so that they can help their pupils to explore Mathematics through their own experience of investigation. In addition, the design of Mathematics learning activities and STEAM activities for enhancing participants’ interest in learning Mathematics will also be emphasized. 

Medium of Instruction

The medium of instruction is mainly Chinese (Cantonese) and will be supplemented by English where appropriate.  

Programme Duration

Cohort(s) Period of Study
1 3 February to 7 March 2025

Entrance Requirements

To be eligible for admission, applicants should be:

  • in-service primary school Mathematics teachers (applicants who are not currently teaching Mathematics but have relevant teaching experience will also be considered); and 
  • recommended by school principals. 

Remarks: Priority of admission will be given to applicants who are Panel Chairpersons, Curriculum Leaders, or teachers responsible for the development of school-based Mathematics curriculum. 

Award

To be awarded a Certificate of Completion, participants must obtain a pass in all assessment tasks required and successfully fulfill the attendance requirements as stipulated by the programme. 

Other Information

This Government-funded programme is supported by the Education Bureau (EDB). Schools which release teachers to take this programme are eligible for appointing supply teachers, if deemed necessary. Government and aided schools shall contact the EDB for detailed arrangements. Private and DSS schools shall make their own arrangements for the employment of supply teachers. 

Participants who complete our PDPs are eligible to apply for credit transfer if they enroll in our postgraduate programmes. Their applications will be considered on an individual basis. 

Remarks: Each school can recommend more than one teacher. 

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Disclaimer
Every effort has been made to ensure the accuracy of the information contained in this website. Changes to any aspects of the programmes may be made from time to time as due to change of circumstances and the University reserves the right to revise any information contained in this website as it deems fit without prior notice. The University accepts no liability for any loss or damage arising from any use or misuse of or reliance on any information contained in this website.

Any aspect of the courses and course offerings (including, without limitation, the contents of the course and the manner in which the course is taught) may be subject to change at any time at the sole discretion of the University if necessary. Without limiting the generality of the University’s discretion to revise the courses and course offerings, it is envisaged that changes may be required due to factors including staffing, enrolment levels, logistical arrangements, curriculum changes, and other factors caused by change of circumstances. Tuition fees, once paid, are non-refundable.

Probity Requirements: Other than the application fee, applicants are not required to pay any additional fees during the application process. Please be reminded not to offer any advantage to any EdUHK staff, officer, employee, and/or any person involved in the admission process at EdUHK in connection with any application. Otherwise, you may commit serious criminal offences under Prevention of Bribery Ordinance (Cap. 201 of the laws of Hong Kong), which is punishable by imprisonment.

Making, submitting or using any false instrument (including forged documents) are serious criminal offences under the Crimes Ordinance (Cap. 200 of the laws of Hong Kong). A person committing the offences relating to forgery or false instruments is liable on conviction on indictment to imprisonment. The University shall consider the relevant evidence and report suspicious cases to the Hong Kong Police. The University reserves the right to take appropriate legal actions against persons who make, forge or use a false instrument for admission and any other academic purposes before, during and after the admission process.

In the event of inconsistency between information in English and Chinese versions or where an interpretation of the programme content is required, the decision of the University shall be final.

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