a) The transformation T(")=(√²³) - x - √√3y angle and sketch the unit square under the transformation T. is a counterclockwise rotation through an angle 0. Find the

Elementary Linear Algebra (MindTap Course List)
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Chapter7: Eigenvalues And Eigenvectors
Section7.CM: Cumulative Review
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X -
√3y
; ) = ² ( √ √ √³x + y
(5)
angle and sketch the unit square under the transformation T.
a) The transformation T
is a counterclockwise rotation through an angle 0. Find the
○
b) For any slope m, show that Pm Qm = Pm, where Pm and Qm are transformations defined in Theorem 2.6.5
and 2.6.6 (textbook, pages 112 and 113).
Transcribed Image Text:X - √3y ; ) = ² ( √ √ √³x + y (5) angle and sketch the unit square under the transformation T. a) The transformation T is a counterclockwise rotation through an angle 0. Find the ○ b) For any slope m, show that Pm Qm = Pm, where Pm and Qm are transformations defined in Theorem 2.6.5 and 2.6.6 (textbook, pages 112 and 113).
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