Invertible Transformations

Description: Corresponding to our algebraic notion of invertibility, we want a geometric notion. Invertible transformations are defined, and then proven to be equivalent (thank goodness!) to invertible matrices when linear.

Learning Objectives:
1) Define an invertible transformation
2) Demonstrate a transformation is invertible by analyzing it's matrix, and vice versa.

This video is part of a Linear Algebra course taught at the University of Cincinnati.

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