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What is Understanding Linear Transformation about?

This document introduces linear transformations and their properties. It defines a linear transformation T as a function that maps vectors in one vector space U to vectors in another vector space V. The key properties of a linear transformation are: 1) It preserves additivity - T(u+v) = T(u) + T(v) 2) It preserves scalar multiplication - T(cu) = cT(u) Examples of linear transformations include the zero transformation where T(v)=0 for all v, and the identity transformation where T(v)=v for all v. The do

Author

Ma. Joanna April Gregorio

Language

EN