2) Given a wireframe object with each face defined by the following trios of vertices: {1,3,0} {2,1,0} {4,1,0} {1,3,0} {
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2) Given a wireframe object with each face defined by the following trios of vertices: {1,3,0} {2,1,0} {4,1,0} {1,3,0} {
2) Given a wireframe object with each face defined by the following trios of vertices:{1,3,0}{2,1,0}{4,1,0}{1,3,0}{4,1,0}{5,3,0}{1,3,0}{5,3,0}{3,5,0}{1,3,0}{2,1,0}{3,3,3}{2,1,0}{4,1,0}{3,3,3}{4,1,0}{5,3,0}{3,3,3}{5,3,0}{3,5,0}{3,3,3}{3,5,0}{1,3,0}{3,3,3}For each case, provide a wireframe representation of the object in the original coordinate system and a print out of the new coordinates of each of the 6 vertex points.a) Show the object in the World Coordinate System as defined.b) Translate the object by { -4, 1, -4}c) Rotate the object +30degrees about X, -45degrees about Z, and 72 degrees about Yd) Shear the object by { 2.5, -0.75, 1.33, -0.5, 1.25, -2 }e) Scale the object by 175%f) Scale the object by 66% in x, 133% in y, and 150% in z.g) Show the 6 Orthographic views of the object.h) Produce a Trimetric view using the rotations in c), a Diametric view with fz* = 0.5 and the Isometric view of the object. Include the resulting values for your foreshortening ratios.i) Produce a set of Cavalier and Cabinet views of the object in=15 degree increments from -90 to +90 degrees.j) Produce a Single Perspective view with r = -0.05k) Produce a new copy of the object that includes the original object and a mirror image of the object about the plane defined by the face:{2,2,0}{1,2,0}{6,3,0}l) Transform this new object by performing the transformations in case c), the negative of case b), case e), again by case c) and then by case b).