Mathematics, 05.09.2019 05:10 nightcorerules5
Suppose a is the matrix for t: r3 → r3 relative to the standard basis. find the diagonal matrix a' for t relative to the basis b'.
Answers: 3
is a diagonalizable matrix. If so, you have to find a basis of 
consisting of eigenvectors of the matrix 
consisting of eigenvectors of A. Next apply the change of coordinates using the matrix of change of coordinates 
whose columns are the vectors on the new basis. So we have that 
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Suppose a is the matrix for t: r3 → r3 relative to the standard basis. find the diagonal matrix a'...
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