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Unformatted text preview: after transforming it by a linear transformation L is { L ( s )  all s in S } . (c) Describe in words how you could use MATLAB to verify your results in (a). Enter matlab plot into google to read about the plot command that should help you determine what to do. 5. Let R : R 2 R 2 be the rotation by angle counterclockwise. Let F : R 2 R 2 be the reection in the line that makes angle with the positive xaxis. The composition of any two of these linear transformations is again a rotation or a reection. In each case below, nd which one it is, and what is the angle. (For example, R R = R + . You dont need matrices to solve this problem. Draw the images of the vectors e 1 and e 2 by the compositions and nd which rotation or reection has these images.) (a) R F . (b) F F ....
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This note was uploaded on 03/30/2011 for the course MATH 152 taught by Professor Caddmen during the Spring '08 term at The University of British Columbia.
 Spring '08
 Caddmen
 Math

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