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Subtraction involving negative numbers: Connecting to whole number reasoning

机译:涉及负数的减法:连接至整数推理

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In this article, we explore how students attempt to bridge from their whole number reasoning to integer reasoning as they solve subtraction problems involving negative numbers. Based on interviews with students ranging from first graders to preservice teachers, we identify two overarching strategies: making connections to known problem types and leveraging conceptions of subtraction. Their initial connections suggest that rather than identifying the best instructional models to teach integer concepts, we should focus on identifying integer instructional models that build on the potentially productive connections that students’ already make; we propose an example of one such form of instruction.
机译:在本文中,我们探讨了学生在解决涉及负数的减法问题时如何尝试从整数推理过渡到整数推理。根据从一年级学生到职前教师的学生访谈,我们确定了两种总体策略:与已知问题类型建立联系并利用减法概念。他们最初的联系暗示着,我们不应该确定最好的教学模型来教授整数概念,而应着重于确定基于学生已经建立的潜在生产联系的整数教学模型。我们提出了这样一种教学形式的例子。

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