Timeline and Structure
The four Mathematics courses (12 credit hours) can be completed in one year:
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Teaching Mathematics in Elementary School (3 credit hours). This course prepares teachers to evaluate, plan, and deliver math lessons appropriate for early childhood to 6th-grade learners and assess student math knowledge and skills through a student-centered inquiry approach. Students will be introduced to methods for teaching all children developmentally appropriate topics in Numbers and Operations and Algebra (two of the five NCTM content Standards).
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Teaching Mathematics in Elementary School 2 (3 credit hours). This course prepares teachers to evaluate, plan, and deliver math lessons appropriate for early childhood to 6th-grade learners and assess student math knowledge and skills through a student-centered inquiry approach. Students will be introduced to methods for teaching all children developmentally appropriate topics in Measurement, Geometry, and Data Analysis (three of the five NCTM content Standards).
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Teaching Algebraic Reasoning (3 credit hours). This course focuses on methods for teaching middle and high school mathematics, with a content focus on algebraic reasoning. This course will provide an opportunity to learn about secondary mathematics from a problem-solving perspective, focusing on problem-based learning and technology for teaching algebra. Various classroom routines related to algebra learning in secondary school are covered.
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Teaching Geometry and Measurement (3 credit hours). This course focuses on methods for teaching geometry and measurement across EC-12 levels. It covers Euclidean and non-Euclidean geometries, emphasizing problem-solving and technology integration, particularly Dynamic Geometry Software. The course explores geometric reasoning, spatial visualization, and the progression of students' understanding, addressing common misconceptions and historical context.
Mathematics Education deepens your understanding of math-specific pedagogy, enabling you to design lessons that sharpen critical thinking and problem-solving skills. You’ll also master tools like graphing software and interactive simulations using AI and VR technologies to make complex math concepts accessible and engaging, setting both your students and your career on a path to success.