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Let l be the linear transformation on r that reflects each point p across the line y kx k

 
 

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2.I've got a question I'm unsure about: Let L be the linear transformation on R^2 that reflects each point P ...

oint P across the line y = kx (k > 0). a) Show that v1 = [1 k] and v2 = [-k 1] are eigenvectors of L.
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1.AU MAT 120 Systems of Linear Equations and Inequalities Discussion

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