03warriorrider
10-01-2009, 06:04 PM
There's got to be some math or engineering students on here so if anyone can help its greatly appreciated.
Your eye is at (4,0,0). You are looking a a triangular plate whose vertices are (1,0,1), (1,1,0), and (-2,2,2). A line segment runs from (1,0,0) to (0,2,2) and goes through the triangular plate. What portion of this line segment is hidden from your view by the plate?
I've been plugging away at this for hours now and still can seem to work it out or in what direction I should really take I guess. Things I have done was first shift everything over by (1,0,0) so that one end of the line segment is now on the orgin to try and simplify things a little. Next I found the equation of the plane for the triangular plate and came up with -3x+3y-3z-9=0. Then I (not sure if this is useful but...) made another plane out of the line segment and the point where my eye is supposed to be at, so out of the three points (3,0,0), (0,0,0), and (-1,2,2), and found the equation of the plane for that and came up with 0x-6y+6z=0. From here im am lost :(
Your eye is at (4,0,0). You are looking a a triangular plate whose vertices are (1,0,1), (1,1,0), and (-2,2,2). A line segment runs from (1,0,0) to (0,2,2) and goes through the triangular plate. What portion of this line segment is hidden from your view by the plate?
I've been plugging away at this for hours now and still can seem to work it out or in what direction I should really take I guess. Things I have done was first shift everything over by (1,0,0) so that one end of the line segment is now on the orgin to try and simplify things a little. Next I found the equation of the plane for the triangular plate and came up with -3x+3y-3z-9=0. Then I (not sure if this is useful but...) made another plane out of the line segment and the point where my eye is supposed to be at, so out of the three points (3,0,0), (0,0,0), and (-1,2,2), and found the equation of the plane for that and came up with 0x-6y+6z=0. From here im am lost :(