We continue discussing 2x2 matrices, their interpretation as
linear transformations of the plane, how to analyse rotations,
including a rational formulation, and how to combine rotations and
reflections.
Finally we discuss the connections with calculus, introducing the idea
that the derivative is really a linear transformation.

We continue discussing 2x2 matrices, their interpretation as linear transformations of the plane, how to analyse rotations, including a rational formulation, and how to combine rotations and reflections. Finally we discuss the connections with calculus, introducing the idea that the derivative is really a linear transformation.

We continue discussing 2x2 matrices, their interpretation as
linear transformations of the plane, how to analyse rotations,
including a rational formulation, and how to combine rotations and
reflections.
Finally we discuss the connections with calculus, introducing the idea
that the derivative is really a linear transformation.

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WildLinAlg7: More applications of 2x2 matrices

WildLinAlg7: More applications of 2x2 matrices