{"id":1717,"date":"2024-09-17T10:56:07","date_gmt":"2024-09-17T14:56:07","guid":{"rendered":"https:\/\/www.montclair.edu\/prism\/?p=1717"},"modified":"2024-09-17T10:56:07","modified_gmt":"2024-09-17T14:56:07","slug":"csam-faculty-host-k-12-teachers-to-learn-a-novel-approach-to-teaching-mathematics","status":"publish","type":"post","link":"https:\/\/www.montclair.edu\/prism\/2024\/09\/17\/csam-faculty-host-k-12-teachers-to-learn-a-novel-approach-to-teaching-mathematics\/","title":{"rendered":"CSAM Faculty Host K-12 Teachers to Learn a Novel Approach to Teaching Mathematics"},"content":{"rendered":"
Dr. Nicole Panorkou<\/a> and Dr. Steven Greenstein<\/a> of the Department of Mathematics<\/a>, along with Associate Dean Scott Kight<\/a> and doctoral research assistants in Mathematics Education, held a 3-day Summer Institute with 30 elementary and middle school math and science teachers from across 20 New Jersey school districts. These teachers are fellows of the 2024 NJ STEM Innovation Fellowship<\/a> program.\u00a0<\/em><\/p>\n The Balancing Acts<\/em> routine is an approach to teaching the concepts of equality and equivalence, which span K-16 education and are fundamental to mathematics and the sciences. Without a solid grounding in these foundational concepts, students will find themselves unprepared for college-level coursework in mathematics and the natural sciences. This can be especially detrimental to STEM students, because without that foundation, they will be less likely to persist in a STEM major and enter the STEM workforce. It is in this regard that in response to an identified need in the math and science knowledge of incoming STEM students at Montclair, Dean Kight called on math education faculty to develop learning experiences to address this critical issue.<\/p>\n The Balancing Acts<\/em> approach leverages a familiar and ancient technology \u2013 the balance scale \u2013 as a tool for embodied learning that teachers can use to teach the relational sense <\/em>of the equal sign. The relational sense of the equal sign promotes a view of an equation as a comparison of two equivalent quantities, as in the equation \u201c8 + 5 = x <\/em>+ 7,\u201d which means that 8 + 5 is the same as<\/em> an unknown number added to 7. While a variety of tools can and should be used to support students\u2019 learning of equivalence, Dr. Panorkou and Dr. Greenstein hypothesized that the singular use of the balance model across multiple instances of equivalence in the curriculum gives students an \u201cobject to think with\u201d that they can rely on to recognize equivalence as a big idea of math and science<\/em> throughout their K-12 coursework. Here are screenshots of a few activities:<\/p>\n
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