Using quizzes to deliver a course online George Kinnear - - PowerPoint PPT Presentation

using quizzes to deliver a course online
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Using quizzes to deliver a course online George Kinnear - - PowerPoint PPT Presentation

Using quizzes to deliver a course online George Kinnear G.Kinnear@ed.ac.uk @georgekinnear May 2018 New 20-credit course SQA Advanced Higher / Further Maths A-Level Ready for September Online Jointly with Richard


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Using quizzes to deliver a course online

George Kinnear

G.Kinnear@ed.ac.uk @georgekinnear

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May 2018

  • New 20-credit course
  • SQA Advanced Higher /

Further Maths A-Level

  • Ready for September
  • Online
  • Jointly with

Richard Gratwick

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Fundamentals of Algebra and Calculus

1 Vectors 2 Principles and techniques of differentiation 3 Polynomials and rational functions 4 Principles of integration 5 Functions and graphs 6 Further techniques and applications of differentiation 7 Complex numbers 8 Methods of integration 9 Sequences and series 10 Applications of integration

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A typical week

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A typical section

Video worked examples Exposition Problems

“Textbook in the quiz”

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A typical question: STACK

randomization input validation robust grading

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Three strategies

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Faded worked examples

Worked Example Worked Example with last step as a task Worked example with more steps to complete Problem solving

1

“The fading procedure fosters learning”

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“Give an example”

2

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Retrieval practice

“retrieval of information from memory produces better retention than restudying … the testing effect”

3

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At the start of integration (Week 4) – recall practice of differentiation (Week 2)

3

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3

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Further ideas

Multiple choice Sorting/matching Proof comprehension

Bickerton, R. and Sangwin, C. J. (2020)

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Next steps

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Read more about FAC

www.maths.ed.ac.uk/gkinnear/research

FAC Non-FAC Pre-test 62.1 76.1 Post-test 77.4 78.1 Gain 15.3 2.0

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“Developing effective resources for online teaching and assessment of mathematics”

  • 1. STACK server
  • 2. Training
  • 3. Content

with Igor’ Kontorovich and Chris Sangwin

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HELM Workbooks

tinyurl.com/helm-workbooks

Contact Chris: c.j.sangwin@ed.ac.uk

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STACK demo

tinyurl.com/stack-demo-site

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Thank you!

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References

G.Kinnear@ed.ac.uk @georgekinnear Articles about FAC

  • Gratwick, R., Kinnear, G., Wood, A. K. (2020). “An
  • nline course promoting wider access to

university mathematics”. In: Marks, R. (Ed.) Proceedings of the British Society for Research into Learning Mathematics 40 (1). URL: https://bsrlm.org.uk/wp- content/uploads/2020/05/BSRLM-CP-40-1-04.pdf

  • Kinnear, G. (2019). Delivering an online course

using STACK. http://doi.org/10.5281/zenodo.2565969

  • Sangwin, C. J., Kinnear, G. (2020). “Coherently

Organised Digital Exercises and Expositions”. URL: https://doi.org/10.31219/osf.io/jhngw

Other references

  • Bickerton, R. and Sangwin, C. J. (2020). Practical

Online Assessment of Mathematical Proof. URL: https://www.maths.ed.ac.uk/~csangwin/Publicatio ns/2020-Proof-Assessment.pdf

  • Renkl, A., Atkinson, R. K., Maier, U. H., Staley, R.

(2002). From Example Study to Problem Solving: Smooth Transitions Help Learning. The Journal of Experimental Education, 70(4), 293–315.

  • Roediger, H. L., & Butler, A. C. (2011). The critical

role of retrieval practice in long-term retention. Trends in Cognitive Sciences, 15(1), 20–27.