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Mathematical Connections Established In The Teaching Of Functions, Vesife Hatisaru
Mathematical Connections Established In The Teaching Of Functions, Vesife Hatisaru
Research outputs 2022 to 2026
This study explores the types of mathematical connections established in the classroom in the teaching of functions. An extended model for mathematical connections (different representations (DR), procedural (PC), if-then (I-T), part-whole connections (PWC), feature/property (F/P), analogies, and instruction-oriented connections (IOC)) is used as the analytical framework. The context for the study is classroom observations of two secondary mathematics teachers teaching functions to Grade 9 students. The strength of teachers’ mathematical knowledge for teaching (MKT) the concept of function is different: one has stronger MKT, while the other has weaker MKT. A total of 485 connections are identified in a sample …
Research Digest: Big Ideas In Mathematics Teaching, Dave Tout, Jim Spithill, Jenny Trevitt, Pat Knight, Marion Meiers
Research Digest: Big Ideas In Mathematics Teaching, Dave Tout, Jim Spithill, Jenny Trevitt, Pat Knight, Marion Meiers
Research Digest
The idea of Big Ideas in mathematics education has now been around for a while, but what does it mean for the teaching and learning of mathematics in schools? This Digest attempts to address this issue by describing two views about Big Ideas, and aims to give some insights into how the Big Ideas concept can be used by mathematics teachers.
Space 1, Kevin Jones