Students Agentive Participation in the Parallel Spaces of Calculus I Coursework and Peer-led, Complementary Instruction: The Case of Boris

Presentation Type

Poster

Faculty Advisor

Steven Greenstein

Access Type

Event

Start Date

26-4-2024 9:45 AM

End Date

26-4-2024 10:44 AM

Description

Calculus has long been known as a “gateway course” to STEM fields in postsecondary education. To address this issue, researchers in the Math Department at Montclair State University designed a model of complementary instruction that features peer-facilitated workshops where Calculus I students work in groups on inquiry-oriented, groupworthy tasks. I have undertaken research that addresses the question, "What is the nature of undergraduate Calculus I students’ participation in the parallel spaces coursework and complementary instruction?” I propose to share some of my findings through a case study of the experiences of one of the research participants. I include characterizations of the different forms of agentive participation afforded to that student in each of the two spaces, as well as their complementary nature relative to the student’s learning of calculus with understanding. I also share implications of these findings for efforts that seek to dismantle the persistent barriers imposed by Calculus on students’ access to postsecondary STEM fields.

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Apr 26th, 9:45 AM Apr 26th, 10:44 AM

Students Agentive Participation in the Parallel Spaces of Calculus I Coursework and Peer-led, Complementary Instruction: The Case of Boris

Calculus has long been known as a “gateway course” to STEM fields in postsecondary education. To address this issue, researchers in the Math Department at Montclair State University designed a model of complementary instruction that features peer-facilitated workshops where Calculus I students work in groups on inquiry-oriented, groupworthy tasks. I have undertaken research that addresses the question, "What is the nature of undergraduate Calculus I students’ participation in the parallel spaces coursework and complementary instruction?” I propose to share some of my findings through a case study of the experiences of one of the research participants. I include characterizations of the different forms of agentive participation afforded to that student in each of the two spaces, as well as their complementary nature relative to the student’s learning of calculus with understanding. I also share implications of these findings for efforts that seek to dismantle the persistent barriers imposed by Calculus on students’ access to postsecondary STEM fields.