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UPGRADE OFFER: Maths subject knowledge: graphs, functions and solving equations graphicallyNE212A20

Available from19 Oct 2020
Duration4 Weeks
VenueOnline Course
FeesFrom £30.00 . Fees can vary, see page for more details
BursaryFrom - £0.00
Online course. Improve your subject knowledge of graphs and functions to develop your teaching approaches.How would you explain the difference between linear and quadratic relationships? Can you use function notation to describe the transformation of graphs?In this course, designed as subject knowledge enhancement for...

UPGRADE OFFER: Maths subject knowledge: understanding numberNE207A20

Available from02 Nov 2020
Duration4 Weeks
VenueOnline Course
FeesFrom £30.00 + VAT. Fees can vary, see page for more details
BursaryFrom - £0.00
Online course. Improve your subject knowledge of numbers as part of the maths curriculum for students aged 11-16 years.We use numbers every day, but do we really appreciate how they work? There are lots of fascinating connections and patterns to explore once you delve into the mathematical structure of how simple...

Building confidence as a non-specialist secondary mathematics teacherMY213

Perfect for teachers of mathematics who aren't specialists, increase your skills and knowledge of the subject and become more confident in your teaching of mathematics. Do you want to feel more inspired, confident and increase your knowledge and skills when teaching mathematics even though mathematics is not your...

Maths subject knowledge: understanding numberNE207

Online course. Improve your subject knowledge of numbers as part of the maths curriculum for students aged 11-16 years.We use numbers every day, but do we really appreciate how they work? There are lots of fascinating connections and patterns to explore once you delve into the mathematical structure of how simple...

Maths subject knowledge: graphs, functions and solving equations graphicallyNE212

Online course. Improve your subject knowledge of graphs and functions to develop your teaching approaches.How would you explain the difference between linear and quadratic relationships? Can you use function notation to describe the transformation of graphs?In this course, designed as subject knowledge enhancement for...

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