Question: In Exercises 1 and 2, A is a 2 à 2 matrix with eigenvectors And corresponding to eigenvalues λ1 = t and λ2 = 2,
And
corresponding to eigenvalues λ1 = t and λ2 = 2, respectively, and
1. Find A10x.
2. Find Akx. What happens as k becomes large (i.e., k ( )?
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1 If we can express x as a linear combination of the eigenvectors it will be easy to compute A 1... View full answer
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