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 Markov Chains Created by Lewis Blake for the Connected Curriculum Project, the purposes of this module are to introduce the concepts of transition matrices and Markov chains; to provide motivation for the definition of matrix multiplication in the context of an interesting application; and to lay the groundwork for applied problems that can be solved later with eigenvalues and eigenvectors. This is part of a... https://www.math.duke.edu/education/ccp/materials/linalg/mar...
 Matrix Operations Created by Lewis Blake and David Smith of the Connected Curriculum Project, the purposes of this module are to experiment with matrix operations, especially multiplication, inversion, and determinants, and to explore applications to solving systems of linear equations. In the process of studying these matrix operations, we will learn how to use a helper application to carry out matrix... https://www.math.duke.edu/education/ccp/materials/engin/matr...
 Matrix Operations Created by Lewis Blake and David Smith for the Connected Curriculum Project, the purposes of this module are to experiment with matrix operations, espcially multiplication, inversion, and determinants, and to explore applications to solving systems of linear equations. In the process of studying these matrix operations, we will learn how to use a helper application to carry out matrix... https://www.math.duke.edu/education/ccp/materials/diffeq/mat...
 Rotation Matrices Created by Lewis Blake and David Smith for the Connected Curriculum Project, the purposes of this module are to introduce the concept of using matrix multiplication to rotate vectors in two-dimensional space; to provide motivation for the definition of matrix multiplication; to lay the groundwork for using matrices to work with graphics. This is part of a larger collection of learning modules... https://www.math.duke.edu/education/ccp/materials/linalg/rot...
 Determinants Created by Lewis Blake and Stephanie Fitchett of the Connected Curriculum Project, the purposes of this module are to explore the properties of determinants of matrices and to develop an important theoretical formula. This is part of a larger collection of material hosted by Duke University. https://www.math.duke.edu/education/ccp/materials/linalg/det...
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