Select all of the linear transformations from R³ to R³ that are invertible. O A. Projection onto the y-plane |B. Rotation about the y-axis by T C. Projection onto the z-axis D. Reflection in the yz-plane E. Dilation by a factor of 3 OF. Identity transformation: T(v) = v for all v

Elementary Linear Algebra (MindTap Course List)
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Chapter7: Eigenvalues And Eigenvectors
Section7.CM: Cumulative Review
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Select all of the linear transformations from R to R³ that are invertible.
A. Projection onto the xy-plane
B. Rotation about the y-axis by
C. Projection onto the z-axis
D. Reflection in the yz-plane
E. Dilation by a factor of 3
O F. Identity transformation: T(v)
= v for all v
Transcribed Image Text:Select all of the linear transformations from R to R³ that are invertible. A. Projection onto the xy-plane B. Rotation about the y-axis by C. Projection onto the z-axis D. Reflection in the yz-plane E. Dilation by a factor of 3 O F. Identity transformation: T(v) = v for all v
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