Question: Linear Transformations should work in Octave or Mathematica.Drow for a 2D Picture or 3D picture? bcswebdav/pid-2784278-dt-content-rid-90956085_1/courses/2018-FALL-PULLM-MATH-581-2034-LEC/ineartrans 1. Enter the coordinates of a unit square. The

Linear Transformations should work in Octave or Mathematica.Drow for a 2D

Picture or 3D picture? bcswebdav/pid-2784278-dt-content-rid-90956085_1/courses/2018-FALL-PULLM-MATH-581-2034-LEC/ineartrans 1. Enter the coordinates of a unit

Linear Transformations

should work in Octave or Mathematica.Drow for a 2D Picture or 3D picture?

bcswebdav/pid-2784278-dt-content-rid-90956085_1/courses/2018-FALL-PULLM-MATH-581-2034-LEC/ineartrans 1. Enter the coordinates of a unit square. The first line gives the z coordi- nate and the second line gives the y coordinate. B- 0 0 1 1 0 1 1 0 For an example, enter the matrix: cos(pi/6) -sin(pi/6) sin(pi/6) cos(pi/6) (a.) Graph the box: patch(B(1,1:4), B(2,1:4), 'c') axis(I-2, 2,-2,2]) (b.) Now take A times the box, and graph it. patch(C(1,1:4), C(2,1:4),'y') We can investigate what higher powers of A do to the box. C (e) A"A"B patch(C(1,1:4), C(2,1:4), r) patch(C(1,1:4),C(2,1:4), ) patch (C(1,1:4), C(21:4), 'b) patch (C(1,1:4), C(2,1:4), 'n') (d.) C=A*A*A*B Prtsc F11 F9 6 7 8 9 0

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