Exercise 5.8.3 Let T: R² R² be a linear transformation defined by T Consider the two bases B₁ = {√₁₂ √2} = { [ 6 ] · [ + ] } -{[044]} Find the matrix MB₂,B₁ of T with respect to the bases B₁ and B₂. and B₂ = ([%])=[a+b].

Elementary Linear Algebra (MindTap Course List)
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Author:Ron Larson
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Chapter7: Eigenvalues And Eigenvectors
Section7.CM: Cumulative Review
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Exercise 5.8.3 Let T: R² R² be a linear transformation defined by T
Consider the two bases
B₁ = {√₁₂ √2} = { [ 6 ] · [ + ] }
-{[044]}
Find the matrix MB₂,B₁ of T with respect to the bases B₁ and B₂.
and
B₂ =
([%])=[a+b].
Transcribed Image Text:Exercise 5.8.3 Let T: R² R² be a linear transformation defined by T Consider the two bases B₁ = {√₁₂ √2} = { [ 6 ] · [ + ] } -{[044]} Find the matrix MB₂,B₁ of T with respect to the bases B₁ and B₂. and B₂ = ([%])=[a+b].
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