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Brian P. Katz – PRIMUS, 2024
This paper shares a flexible activity for engaging people in mathematical inquiry that does not depend on fixed prior knowledge built on a famous property of Möbius strips. The discussion includes the implementation of the activity and its extensions, facilitator moves and common participant thinking, suggestions for adaptation and integration…
Descriptors: Mathematics Activities, Inquiry, Active Learning, Mathematics Skills
Kym Fry; Judith Hillman; Rhonda Horne; Elizabeth Rasmussen – Mathematics Education Research Group of Australasia, 2024
The revised Australian curriculum presents a new emphasis in primary schools on the process of Mathematical Modelling. A modelling focus brings close attention to confidence and capability with a potentially new problem-solving process, associated language, and pedagogical processes. This paper presents a Year 4 classroom modelling experience that…
Descriptors: Foreign Countries, Elementary School Mathematics, Elementary School Students, Mathematics Instruction
Hao Guan; Jing Li; Yongsheng Rao; Ruxian Chen; Zhangtao Xu – Education and Information Technologies, 2024
Mathematical inquiry involving hands-on activities has received increasing attention in mathematics education. Besides various customized physical teaching aids, subject-specific information technology, such as Dynamic Geometry System (DGS), finds extensive use in mathematical inquiry activities. However, effects of DGS and physical manipulatives…
Descriptors: Junior High School Students, Secondary School Mathematics, Mathematics Education, Geometry
Jennifer Pi; Christopher Davis; Yasmeen Baki; Alessandra Pantano – PRIMUS, 2024
We discuss two proof evaluation activities meant to promote the acquisition of learning behaviors of professional mathematics within an introductory undergraduate proof-writing course. These learning behaviors include the ability to read and discuss mathematics critically, reach a consensus on correctness and clarity as a group, and verbalize what…
Descriptors: Reflection, Cooperative Learning, Introductory Courses, Mathematical Logic
Katrine Sharp Rogers; Claudi Thomas; Hilary Holmes – Open Learning, 2024
Active learning in mathematics can lead to deeper understanding than passively listening to a lecture, yet recent studies indicate that didactic teaching dominates online tutorials. This study investigated student participation in three types of activity: solving mathematical problems via polling, on-screen activities on a shared whiteboard and…
Descriptors: Student Participation, Active Learning, Mathematics Activities, Synchronous Communication