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Stephanie A. Blanda – PRIMUS, 2024
This article describes the author's experience designing and implementing an inquiry-based learning (IBL) pedagogical approach to an upper-division undergraduate cryptology course. The author shares the course goals and how the IBL style supports their achievement. The article concludes with sample activities -- in-class exercises that touch on…
Descriptors: Technology, Undergraduate Students, Inquiry, Active Learning
Suzanne Dorée; Jennifer Quinn – PRIMUS, 2024
This paper is a practical how-to guide to help you start using active learning or to have greater success and more fun with it. We categorize active learning techniques as Think, Pair, Share, Composite, Group, Move, or Lead and discuss how to implement activities in each category, along with advice on creating engaging, effective, and equitable…
Descriptors: Active Learning, Learning Activities, Mathematics Instruction, Sequential Approach
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
Ekaterina Yurasovskaya – PRIMUS, 2024
We describe a lecture-free problem-solving Mathematical Communication and Reasoning (MCR) course that helps students succeed in the Introduction to Advanced Mathematics course. The MCR course integrates elements from Uri Treisman's Emerging Scholars workshop model and Math Circles. In it students solve challenging problems and form a supportive…
Descriptors: Mathematics Education, College Mathematics, Introductory Courses, Required Courses
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
Karen Lange – PRIMUS, 2024
This article describes a major capstone course centered on public writing, whose underlying pedagogical principles are transferable to courses across the curriculum. The course aims to strengthen students' mathematical agency and their ability to effectively communicate mathematical ideas. In its unique format, students repeatedly take turns…
Descriptors: Capstone Experiences, Active Learning, Education Work Relationship, Interdisciplinary Approach