A line is represented by two end points (1,1,0) and (2,2,0)....

matt432

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Can someone please solve this?

A line is represented by two end points (1,1,0) and (2,2,0). The line is rotated 30 degrees about the x-axis and then its first point (1,1,0) is moved to (-1,-2,1). Determine the transformation matrix and the new location of the line using homogeneous transformations.
 
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A line is represented by two end points (1,1,0) and (2,2,0). The line is rotated 30 degrees about the x-axis and then its first point (1,1,0) is moved to (-1,-2,1). Determine the transformation matrix and the new location of the line using homogeneous transformations.
What are your thoughts? What have you tried? How far have you gotten? Where are you stuck?

Please be complete. Thank you! ;)
 
I am not sure how to proceed. I haven't taken linear algebra in like 5 years.
 
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