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Describe the following geometric transformations as a linear function of z: a) Rotation with angle pi/3 with center at the origin. b) Translation along vector

Describe the following geometric transformations as a linear function of z:

a) Rotation with angle pi/3 with center at the origin.

b) Translation along vector (2, -1), then rotation with angle pi/2 with center at

the origin.

c) Rotation with angle -pi/4 with center at i + 1.

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