Question: A matrix A has eigenvalues -1 and 2 and associated eigenvectors Write down the matrix form of the linear transformation L[u] = A u in

A matrix A has eigenvalues -1 and 2 and associated eigenvectors
A matrix A has eigenvalues -1 and 2 and associated

Write down the matrix form of the linear transformation L[u] = A u in terms of
(a) The standard basis e1, e2;
(b) The basis consisting of its eigenvectors;
(c) The basis

A matrix A has eigenvalues -1 and 2 and associated

(1) and ( 2 2

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