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communications a satellite dish tracks a satellite directly overhead suppose the equation models the shape of the dish
identify the graph of each equation then determine the minimum angle of rotation needed to transform each equation so
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consider the equation a determine the minimum angle of rotation needed to transform the graph of this equation to a
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starting from the previous exercise you will substitute the linear interpolation used in the first part with
implement the arcball and trackball interfaces this can be done either using a quaternion or matrix implementation our
lengthy replace each of the cubes with a simple robot each robot will have movable joints at the shoulders elbows hips
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beginning with code from the previous exercise and with a simple quadmesh describing a cube implement subdivision use
download a mesh data structure and read in some mesh to display if there are quad faces in the mesh you should draw