Please note that neither the center of projection nor the projection plane is at the origin. So please use the appropriate general perspective projection matrix to solve this problem. I have attached an image of the projection matrix
Please note that neither the center of projection nor the projection plane is at the origin. So please use the appropriate general perspective projection matrix to solve this problem.
I have attached an image of the projection matrix that you have to use where Qdx is the x coordinate of the center of projection, Qdy is the y coordinate of the center of projection, and zp is the z coordinate of the center of the projection plane.
Let a 3D point (423, -423, 423) be projected on a projection plane. Given that the center of the projection plane is (0.0, 0.0, -423.0) and the coordinate of the COP is (4, 2, 3). Determine the coordinate of that 3D point on the projection plane using a general purpose perspective projection matrix.
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