UNIT# 4 The job is to develop it at home and then upload the attached PDF document the answers obtained are based on what was learned and developed in the compendium, asynchronous classes, synchronous classes and complementary resources. 1) xty be 7: R' - R' defined by =x -y 3y determine if T is linear 2) verify the transformations through demonstrations and graphs i ) reflection ii) rotation 3. find a linear transformation of R' in the plane W= y : 2x - 1 +32 =09 4) ber a linear transformation of R' in R' and suppose that 7 . =(}). ~ ; -(4) and 2x - 1 + 3: 5) define 7: R3 - R' for T 4x - 2 +6: find A,, nu T, im T, W(T) and p(T). -6x +3p -92