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This lecture covers the concept of linear transformations, focusing on matrices and their applications. It explains how a transformation assigns vectors from one space to another, illustrating with examples. The lecture also delves into the definition of linear transformations and their properties, such as linearity and image calculation. The instructor demonstrates how to find the matrix associated with a linear transformation and provides examples to clarify the concepts. The lecture concludes by discussing the uniqueness of the matrix representation and its implications in various applications.
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