scholarly journals Navigating (and Disrupting) the Digital Divide: Urban Teachers’ Perspectives on Secondary Mathematics Instruction During COVID-19

2021 ◽  
Author(s):  
Alesia Mickle Moldavan ◽  
Robert M. Capraro ◽  
Mary Margaret Capraro
2020 ◽  
pp. 002205742096943
Author(s):  
Madalina F. Tanase

Teacher credibility is a prerequisite of effective instruction. A credible teacher is honest, knowledgeable, and caring. Credible teachers do the right thing when no one is watching; they are in control of the learning environment, but they do this in an enthusiastic and engaging way. Credibility takes time to develop. This study investigated ways in which urban teachers develop and maintain credibility in their classrooms. Participants were 22 secondary mathematics and science teachers in their first year of teaching. The researcher used the B.E.A.R. framework developed by Riner in 2008 to interpret the results. In this framework, B stands for believability; E stands for expertise; A stands for attractive power, and R stands for relationships. Results show that the participants developed credibility by being believable, by possessing content and pedagogical content knowledge, by being in charge of the classroom in a positive way, and by developing relationships with their students. Credibility is a prerequisite of effective instruction, and, in some cases, it takes time to develop. A credible teacher is honest, knowledgeable, and caring. This study investigated ways in which urban teachers develop and maintain credibility in their classrooms. Participants were 22 secondary mathematics and science teachers in their first year of teaching. Results show that the participants developed credibility by being believable, by possessing content and pedagogical content knowledge, by being in charge of the classroom in a positive way, and by developing relationships with their students.


2013 ◽  
Vol 40 (2) ◽  
pp. 282-294 ◽  
Author(s):  
Sara B. Flory ◽  
Nate McCaughtry ◽  
Jeffrey J. Martin ◽  
Anne Murphy ◽  
Barbara Blum ◽  
...  

2020 ◽  
Author(s):  
Wendy Cavendish ◽  
Ignacio Barrenechea ◽  
Ayanna F. Young ◽  
Edgar Díaz ◽  
Mary Avalos

1971 ◽  
Vol 18 (5) ◽  
pp. 301-305
Author(s):  
James M. Moser

The Commission on Mathematics, in its well-known report written in 1959, called for the “judicious usc of unifying ideas” in mathematical instruction. While it is true that the report was written for the main purpose of improving secondary mathematics instruction, this particular recommendation has just as much importance for elementary education as it does for secondary.


Author(s):  
Zuhal Yılmaz ◽  
Hande Gülbağcı Dede ◽  
Ruthmae Sears ◽  
Selin Yıldız Nielsen

AbstractThe COVID-19 pandemic is an unprecedented situation that influenced all aspects of society, including education. Millions of students found themselves adjusting to a new medium of mathematics instruction, not to mention the teachers who had to provide instruction through remote sources. Considering students’ diverse social, economic, and academic background, this study sought to examine teachers’ perspectives on factors that support or hinder how equity is attended to in mathematics during remote instruction and the extent it differed from practices utilized when instruction was provided in a face-to-face setting. We also sought to document teachers’ perspectives on how they attended to equity in mathematics to support students with language barriers. We interviewed nine teachers to explore their perspectives of factors that support or hinder equity in mathematics teaching and learning during remote instruction compared to face-to-face instruction and how they support the diverse needs (inclusive of language barriers) of students. There were salient factors in this study that supported or hindered equitable mathematics instruction, such as teachers’ beliefs, expectations for students, access to resources, students’ socioeconomic status, and language barriers. Hence, it is recommended that policymakers, school administrators, and teachers need to collaborate to systematically plan to ensure that all students have access to quality mathematics.


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