questions below:

List the eigenvalues of A. The transformation xn>Ax is the 05 0.5 composition of a rotation and a scaling. Give the angle q) of A= the rotation, where - at W. Find the matrix for | relative to B and C. For each], |(bj) = l and [l(bi)]C= l Combine these identities with the denition of the transformation matrix to nd the matrix for | relative to B and C. [Me [Me [we] [c1 c2 on] |:b1b2 ... bn:| [Ma Ma we] Let V be a vector space with a basis B= {b1, ..., bn), let W be the same space V with a basis C=