Mathematics

Historically Black Colleges and Universities - Undergraduate Program (HBCU-UP) Letter of Intent Deadline

Event Date
Sponsoring Organization

Learn more at https://www.nsf.gov/funding/pgm_summ.jsp?pims_id=5481&org=EHR&sel_org=E…

Letter of intent for: Targeted Infusion Projects, Broadening Participation Research Projects, Implementation Projects, ACE Implementation Projects

Event Type

What Can We Learn from Correct Answers?

Dig deeper into classroom artifacts using research-based learning progressions to enhance your analysis and response to student work, even when most students solve a problem correctly.

Ebby, C. B., Hulbert, E. T., and Fletcher, N. (2019). What can we learn from correct answers? Teaching Children Mathematics, 25(6), 346-353.

Author/Presenter

Caroline B. Ebby

Elizabeth T. Hulbert

Nicole Fletcher

Lead Organization(s)
Year
2019
Short Description

This article describes how research-based learning progressions can be used to enhance the analysis and response to student work.

Theorizing Reciprocal Noticing with Non-dominant Students in Mathematics

In this paper, I theorize reciprocal noticing as a relational practice through which teachers and students exchange roles as knowers by reciprocating each other’s noticing as they study mathematics concepts. Findings from a unit on measuring time implemented in two classrooms with non-dominant students illustrate how teachers and students—through their reciprocal noticing—mobilize concepts back to previous understandings and forward to possible new meanings.

Author/Presenter

Higinio Dominguez

Lead Organization(s)
Year
2019
Short Description

In this paper, the author theorizes reciprocal noticing as a relational practice through which teachers and students exchange roles as knowers by reciprocating each other’s noticing as they study mathematics concepts.