Question: 1. the linear map A : R* - R' defined by H T3 2. the differential operator & on { c cos(x) + c, sin(@)

 1. the linear map A : R* - R' defined by

1. the linear map A : R* - R' defined by H T3 2. the differential operator & on { c cos(x) + c, sin(@) : (1, (2 ( R } with respect to the ordered basis (cos(r), sin(x)); 3. rotation in R' about the origin by an angle of e

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