Solved: Repeat Exercise 35, assuming u and v are
Chapter 5, Problem 36E(choose chapter or problem)
Problem 36E
Repeat Exercise 35, assuming u and v are eigenvectors of A that correspond to eigenvalues –1 and 3, respectively.
Reference:
Let u and v be the vectors shown in the figure, and suppose u and v are eigenvectors of a 2 × 2 matrix A that correspond to eigenvalues 2 and 3, respectively. Let T: R2 R2be the linear transformation given by
for each x in R2, and let w = u + v. Make a copy of the figure, and on the same coordinate system, carefully plot the vectors
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