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The vertices of a square are H (0, 2), I(2,0),J(0, –2), and K(-2,0). Which statements are true of the image HIJK after the given sequence of transformations? Transformation 1: y = x Transformation 2: (x, y)– > (4x, 4y) J"(0,-2) HIJK E H'I'J'K' H'(-3,0) y=-x is a line of symmetry for HIJK and H"I"J"K" H'I'J'K' ~ H"I"J"K"

The vertices of a square are H (0, 2), I(2,0),J(0, –2), and K(-2,0). Which statements are true of the image HIJK after the given sequence of transformations? Transformation 1: y = x Transformation 2: (x, y)– > (4x, 4y) J"(0,-2) HIJK E H'I'J'K' H'(-3,0) y=-x is a line of symmetry for HIJK and H"I"J"K" H'I'J'K' ~ H"I"J"K"

Elementary Linear Algebra (MindTap Course List)
Elementary Linear Algebra (MindTap Course List)
8th Edition
ISBN:9781305658004
Author:Ron Larson
Publisher:Ron Larson
Chapter6: Linear Transformations
Section6.1: Introduction To Linear Transformations
Problem 48E: For the linear transformation T:R2R2 given by A=[abba] find a and b such that T(12,5)=(13,0).
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The vertices of a square are H (0, 2), I(2,0),J(0, –2), and K(-2,0). Which statements are true of the image HIJK after the given sequence of transformations? Transformation 1: y = x Transformation 2: (x, y)– > (4x, 4y) (0-2יJ HIJK = H'I'J'K' H'(-3,0) y=-x is a line of symmetry for HIJK and H"I"J"K" Η ''JK' Η'ΓJ"' K'
Transcribed Image Text:The vertices of a square are H (0, 2), I(2,0),J(0, –2), and K(-2,0). Which statements are true of the image HIJK after the given sequence of transformations? Transformation 1: y = x Transformation 2: (x, y)– > (4x, 4y) (0-2יJ HIJK = H'I'J'K' H'(-3,0) y=-x is a line of symmetry for HIJK and H"I"J"K" Η ''JK' Η'ΓJ"' K'
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