Rachel J Dawidowicz’s Profile

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MAT 2580 Linear Algebra Fall 2024 Visit Site

MAT 2580 Linear Algebra Fall 2024

Kate Poirier
MAT2580|Fall 2024

An introductory course in Linear Algebra. Topics include vectors, vector spaces, systems of linear equations, linear transformations, properties of matrices, determinants, eigenvalues, and eigenvectors.

  • Open
  • Cloneable
2023 Fall – MEDU 3000 – Mathematics of the Secondary School Curriculum – Reitz Visit Site

2023 Fall – MEDU 3000 – Mathematics of the Secondary School Curriculum – Reitz

Jonas Reitz
MEDU 3000|Fall 2023

The course examines the content of the secondary school mathematics curriculum from an advanced perspective. Pedagogical content knowledge is examined in discussions of mathematical concept representations, […]

  • Open
  • Cloneable
2022 Spring – MEDU 3000 – Mathematics of the Secondary School Curriculum – Reitz Visit Site

2022 Spring – MEDU 3000 – Mathematics of the Secondary School Curriculum – Reitz

Jonas Reitz
MEDU 3000|Spring 2022

The course examines the content of the secondary school mathematics curriculum from an advanced perspective. Pedagogical content knowledge is examined in discussions of mathematical concept representations, […]

  • Open
  • Cloneable
MAT 3050 Geometry Fall 2022 Visit Site

MAT 3050 Geometry Fall 2022

Kate Poirier
MAT 3050|Fall 2022

MAT 3050 covers Euclidean and hyperbolic geometry in two and three dimensions from an axiomatic point of view. It examines classical theorems as well as groups of transformations.

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  • Cloneable
2021 Fall – MAT 2571 – Introduction to Proofs – Reitz Visit Site

2021 Fall – MAT 2571 – Introduction to Proofs – Reitz

Jonas Reitz
MAT2571|Fall 2021

MAT 2571 prepares students for an advanced mathematics curriculum by providing a foundation to proofs in abstract mathematics. Topics include propositional and first order logic, axiomatic approach to number […]

  • Open
  • Cloneable