Find a single matrix that defines a rotation of the plane through an angle of π/6 about the origin, while at the same time moves points to five times their original distance from the origin.

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  1. The matrix M =[−3/5 4/5] [4/5 3/5] defines an isometry of the xy-plane. (a)What special properties do the column vectors of
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  2. [R] = [4/5 -3/5] and [S] = [-3/5 4/5][-3/5 -4/5] and [4/5 3/5] are reflection matrices. Calculate [R·S] and verify that it can
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