According to the authors in the article Developing children’s understanding of the rational numbers: A new model and an experimental curriculum, many students struggle with comprehension in the discipline of math; specifically when it comes to rational numbers and decimals in general. They did some research of their own and found several strategies that proved to be useful and made these a part of the article. After reading through these proposed suggestions, only one really stuck out to me as disciplinary literacy. This suggestions was “Adult- versus child-centered instruction. A second explanation is that teach- ers take no account of children’s spontaneous attempts to make sense of the rational numbers, thus discouraging children from attempting to understand these numbers on their own and encouraging them to adopt an approach”. To me, it sounds like Moss is not giving teachers credit who have a student centered classroom. I know I didn’t always have a student centered classroom either, but I was in fourth grade back in 2007. It is 2019 people!
Being a part of duquesne’s education program, I have been given the opportunity to observe in many different classrooms and most of them were student centered and inquiry based. Teachers are merely there to ask guiding questions, to support the needs of students who might be struggling and to offer advanced work for students who might zoom through the initial instruction. Students are allowed to explore mathematics and to have fun doing so.
This is the teacher’s job to ensure that their students are engaged by creating an engaging curriculum. As a pre-service teacher, this is a goal of mine. I know that not every lesson of mine will be perfect the first time around and this requires reflection on my part based on how the students did and how they were engaged. However, I have so many resources to help me, including my courses that have taught me how to create a student centered classroom, because this is now the expectation. The expectation is for exploration, discussion and overall, disciplinary literacy where students are placed in the shoes of mathematicians. Sharing and discussing how you got what you got as a students can help your peers make connections. There is plenty of research including this article that proves students learn so much more and comprehend more when there is sharing out involved. Math is a tricky subject because there are so many entry points that can give you the same answer and students having different preferences, are likely to use several of these approaches. The more approaches a struggling learner can see, the more likely they are to make the necessary connections.
Reference
Moss, J., & Case, R. (1999). Developing children’s understanding of the rational numbers: A new model and an experimental curriculum. Journal for Research in Mathematics Education, 30, 122-147.
