Use Python to solve t 1. First generate at least 11 vectors of unit length that radiate

   Use Python to solve t

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1. First generate at least 11 vectors of unit length that radiate out from the origin spaced equal angles apart (think of this as each vector pointing to one of the numbers on a clock face). Plot these vectors using different colours or otherwise label them so you can keep track of them. 2. Then compose several 2x2 matrices to do the following operations: • rotate your vectors by an angle (choose your own value of 0). In this case the matrix [cos - sin 0] is this one R= 20] sin 0 Cos reflect your vectors across the x axis. reflect your vectors across the y axis. 1. First generate at least 11 vectors of unit length that radiate out from the origin spaced equal angles apart (think of this as each vector pointing to one of the numbers on a clock face). Plot these vectors using different colours or otherwise label them so you can keep track of them. 2. Then compose several 2x2 matrices to do the following operations: • rotate your vectors by an angle (choose your own value of 0). In this case the matrix [cos - sin 0] is this one R= 20] sin 0 Cos reflect your vectors across the x axis. reflect your vectors across the y axis.

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mport numpy as np From sklearn import preprocessing 2 samples with 3 dimensions The 2 rows in... View the full answer