Given the matrix 9. 8 A = 1 -6 the SVD of A allows us to express A as a sum of two rank one matricies, A = R1 +R2. Calculate the rank one matrix resulting from the dominant sin- gular value (ie. the matrix closest to A), and provide the value of R1(2.1) rounded to two decimal places.

Elementary Linear Algebra (MindTap Course List)
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Chapter3: Determinants
Section3.CM: Cumulative Review
Problem 29CM
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Given the matrix
8
A =
-6
the SVD of A allows us to express A as a sum of two rank one
matricies,
A = R1 + R2.
Calculate the rank one matrix resulting from the dominant sin-
gular value (ie. the matrix closest to A), and provide the value
of R12) rounded to two decimal places.
Transcribed Image Text:Given the matrix 8 A = -6 the SVD of A allows us to express A as a sum of two rank one matricies, A = R1 + R2. Calculate the rank one matrix resulting from the dominant sin- gular value (ie. the matrix closest to A), and provide the value of R12) rounded to two decimal places.
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